@c -*- mode: texinfo; coding: utf-8 -*- @c This is part of the GNU Emacs Lisp Reference Manual. @c Copyright (C) 1990-1995, 1998-1999, 2001-2019 Free Software @c Foundation, Inc. @c See the file elisp.texi for copying conditions. @node Control Structures @chapter Control Structures @cindex special forms for control structures @cindex forms for control structures @cindex control structures A Lisp program consists of a set of @dfn{expressions}, or @dfn{forms} (@pxref{Forms}). We control the order of execution of these forms by enclosing them in @dfn{control structures}. Control structures are special forms which control when, whether, or how many times to execute the forms they contain. @cindex textual order The simplest order of execution is sequential execution: first form @var{a}, then form @var{b}, and so on. This is what happens when you write several forms in succession in the body of a function, or at top level in a file of Lisp code---the forms are executed in the order written. We call this @dfn{textual order}. For example, if a function body consists of two forms @var{a} and @var{b}, evaluation of the function evaluates first @var{a} and then @var{b}. The result of evaluating @var{b} becomes the value of the function. Explicit control structures make possible an order of execution other than sequential. Emacs Lisp provides several kinds of control structure, including other varieties of sequencing, conditionals, iteration, and (controlled) jumps---all discussed below. The built-in control structures are special forms since their subforms are not necessarily evaluated or not evaluated sequentially. You can use macros to define your own control structure constructs (@pxref{Macros}). @menu * Sequencing:: Evaluation in textual order. * Conditionals:: @code{if}, @code{cond}, @code{when}, @code{unless}. * Combining Conditions:: @code{and}, @code{or}, @code{not}, and friends. * Pattern-Matching Conditional:: How to use @code{pcase} and friends. * Iteration:: @code{while} loops. * Generators:: Generic sequences and coroutines. * Nonlocal Exits:: Jumping out of a sequence. @end menu @node Sequencing @section Sequencing @cindex sequencing @cindex sequential execution @cindex forms for sequential execution Evaluating forms in the order they appear is the most common way control passes from one form to another. In some contexts, such as in a function body, this happens automatically. Elsewhere you must use a control structure construct to do this: @code{progn}, the simplest control construct of Lisp. A @code{progn} special form looks like this: @example @group (progn @var{a} @var{b} @var{c} @dots{}) @end group @end example @noindent and it says to execute the forms @var{a}, @var{b}, @var{c}, and so on, in that order. These forms are called the @dfn{body} of the @code{progn} form. The value of the last form in the body becomes the value of the entire @code{progn}. @code{(progn)} returns @code{nil}. @cindex implicit @code{progn} In the early days of Lisp, @code{progn} was the only way to execute two or more forms in succession and use the value of the last of them. But programmers found they often needed to use a @code{progn} in the body of a function, where (at that time) only one form was allowed. So the body of a function was made into an implicit @code{progn}: several forms are allowed just as in the body of an actual @code{progn}. Many other control structures likewise contain an implicit @code{progn}. As a result, @code{progn} is not used as much as it was many years ago. It is needed now most often inside an @code{unwind-protect}, @code{and}, @code{or}, or in the @var{then}-part of an @code{if}. @defspec progn forms@dots{} This special form evaluates all of the @var{forms}, in textual order, returning the result of the final form. @example @group (progn (print "The first form") (print "The second form") (print "The third form")) @print{} "The first form" @print{} "The second form" @print{} "The third form" @result{} "The third form" @end group @end example @end defspec Two other constructs likewise evaluate a series of forms but return different values: @defspec prog1 form1 forms@dots{} This special form evaluates @var{form1} and all of the @var{forms}, in textual order, returning the result of @var{form1}. @example @group (prog1 (print "The first form") (print "The second form") (print "The third form")) @print{} "The first form" @print{} "The second form" @print{} "The third form" @result{} "The first form" @end group @end example Here is a way to remove the first element from a list in the variable @code{x}, then return the value of that former element: @example (prog1 (car x) (setq x (cdr x))) @end example @end defspec @defspec prog2 form1 form2 forms@dots{} This special form evaluates @var{form1}, @var{form2}, and all of the following @var{forms}, in textual order, returning the result of @var{form2}. @example @group (prog2 (print "The first form") (print "The second form") (print "The third form")) @print{} "The first form" @print{} "The second form" @print{} "The third form" @result{} "The second form" @end group @end example @end defspec @node Conditionals @section Conditionals @cindex conditional evaluation @cindex forms, conditional Conditional control structures choose among alternatives. Emacs Lisp has five conditional forms: @code{if}, which is much the same as in other languages; @code{when} and @code{unless}, which are variants of @code{if}; @code{cond}, which is a generalized case statement; and @code{pcase}, which is a generalization of @code{cond} (@pxref{Pattern-Matching Conditional}). @defspec if condition then-form else-forms@dots{} @code{if} chooses between the @var{then-form} and the @var{else-forms} based on the value of @var{condition}. If the evaluated @var{condition} is non-@code{nil}, @var{then-form} is evaluated and the result returned. Otherwise, the @var{else-forms} are evaluated in textual order, and the value of the last one is returned. (The @var{else} part of @code{if} is an example of an implicit @code{progn}. @xref{Sequencing}.) If @var{condition} has the value @code{nil}, and no @var{else-forms} are given, @code{if} returns @code{nil}. @code{if} is a special form because the branch that is not selected is never evaluated---it is ignored. Thus, in this example, @code{true} is not printed because @code{print} is never called: @example @group (if nil (print 'true) 'very-false) @result{} very-false @end group @end example @end defspec @defmac when condition then-forms@dots{} This is a variant of @code{if} where there are no @var{else-forms}, and possibly several @var{then-forms}. In particular, @example (when @var{condition} @var{a} @var{b} @var{c}) @end example @noindent is entirely equivalent to @example (if @var{condition} (progn @var{a} @var{b} @var{c}) nil) @end example @end defmac @defmac unless condition forms@dots{} This is a variant of @code{if} where there is no @var{then-form}: @example (unless @var{condition} @var{a} @var{b} @var{c}) @end example @noindent is entirely equivalent to @example (if @var{condition} nil @var{a} @var{b} @var{c}) @end example @end defmac @defspec cond clause@dots{} @code{cond} chooses among an arbitrary number of alternatives. Each @var{clause} in the @code{cond} must be a list. The @sc{car} of this list is the @var{condition}; the remaining elements, if any, the @var{body-forms}. Thus, a clause looks like this: @example (@var{condition} @var{body-forms}@dots{}) @end example @code{cond} tries the clauses in textual order, by evaluating the @var{condition} of each clause. If the value of @var{condition} is non-@code{nil}, the clause succeeds; then @code{cond} evaluates its @var{body-forms}, and returns the value of the last of @var{body-forms}. Any remaining clauses are ignored. If the value of @var{condition} is @code{nil}, the clause fails, so the @code{cond} moves on to the following clause, trying its @var{condition}. A clause may also look like this: @example (@var{condition}) @end example @noindent Then, if @var{condition} is non-@code{nil} when tested, the @code{cond} form returns the value of @var{condition}. If every @var{condition} evaluates to @code{nil}, so that every clause fails, @code{cond} returns @code{nil}. The following example has four clauses, which test for the cases where the value of @code{x} is a number, string, buffer and symbol, respectively: @example @group (cond ((numberp x) x) ((stringp x) x) ((bufferp x) (setq temporary-hack x) ; @r{multiple body-forms} (buffer-name x)) ; @r{in one clause} ((symbolp x) (symbol-value x))) @end group @end example Often we want to execute the last clause whenever none of the previous clauses was successful. To do this, we use @code{t} as the @var{condition} of the last clause, like this: @code{(t @var{body-forms})}. The form @code{t} evaluates to @code{t}, which is never @code{nil}, so this clause never fails, provided the @code{cond} gets to it at all. For example: @example @group (setq a 5) (cond ((eq a 'hack) 'foo) (t "default")) @result{} "default" @end group @end example @noindent This @code{cond} expression returns @code{foo} if the value of @code{a} is @code{hack}, and returns the string @code{"default"} otherwise. @end defspec Any conditional construct can be expressed with @code{cond} or with @code{if}. Therefore, the choice between them is a matter of style. For example: @example @group (if @var{a} @var{b} @var{c}) @equiv{} (cond (@var{a} @var{b}) (t @var{c})) @end group @end example @node Combining Conditions @section Constructs for Combining Conditions @cindex combining conditions This section describes constructs that are often used together with @code{if} and @code{cond} to express complicated conditions. The constructs @code{and} and @code{or} can also be used individually as kinds of multiple conditional constructs. @defun not condition This function tests for the falsehood of @var{condition}. It returns @code{t} if @var{condition} is @code{nil}, and @code{nil} otherwise. The function @code{not} is identical to @code{null}, and we recommend using the name @code{null} if you are testing for an empty list. @end defun @defspec and conditions@dots{} The @code{and} special form tests whether all the @var{conditions} are true. It works by evaluating the @var{conditions} one by one in the order written. If any of the @var{conditions} evaluates to @code{nil}, then the result of the @code{and} must be @code{nil} regardless of the remaining @var{conditions}; so @code{and} returns @code{nil} right away, ignoring the remaining @var{conditions}. If all the @var{conditions} turn out non-@code{nil}, then the value of the last of them becomes the value of the @code{and} form. Just @code{(and)}, with no @var{conditions}, returns @code{t}, appropriate because all the @var{conditions} turned out non-@code{nil}. (Think about it; which one did not?) Here is an example. The first condition returns the integer 1, which is not @code{nil}. Similarly, the second condition returns the integer 2, which is not @code{nil}. The third condition is @code{nil}, so the remaining condition is never evaluated. @example @group (and (print 1) (print 2) nil (print 3)) @print{} 1 @print{} 2 @result{} nil @end group @end example Here is a more realistic example of using @code{and}: @example @group (if (and (consp foo) (eq (car foo) 'x)) (message "foo is a list starting with x")) @end group @end example @noindent Note that @code{(car foo)} is not executed if @code{(consp foo)} returns @code{nil}, thus avoiding an error. @code{and} expressions can also be written using either @code{if} or @code{cond}. Here's how: @example @group (and @var{arg1} @var{arg2} @var{arg3}) @equiv{} (if @var{arg1} (if @var{arg2} @var{arg3})) @equiv{} (cond (@var{arg1} (cond (@var{arg2} @var{arg3})))) @end group @end example @end defspec @defspec or conditions@dots{} The @code{or} special form tests whether at least one of the @var{conditions} is true. It works by evaluating all the @var{conditions} one by one in the order written. If any of the @var{conditions} evaluates to a non-@code{nil} value, then the result of the @code{or} must be non-@code{nil}; so @code{or} returns right away, ignoring the remaining @var{conditions}. The value it returns is the non-@code{nil} value of the condition just evaluated. If all the @var{conditions} turn out @code{nil}, then the @code{or} expression returns @code{nil}. Just @code{(or)}, with no @var{conditions}, returns @code{nil}, appropriate because all the @var{conditions} turned out @code{nil}. (Think about it; which one did not?) For example, this expression tests whether @code{x} is either @code{nil} or the integer zero: @example (or (eq x nil) (eq x 0)) @end example Like the @code{and} construct, @code{or} can be written in terms of @code{cond}. For example: @example @group (or @var{arg1} @var{arg2} @var{arg3}) @equiv{} (cond (@var{arg1}) (@var{arg2}) (@var{arg3})) @end group @end example You could almost write @code{or} in terms of @code{if}, but not quite: @example @group (if @var{arg1} @var{arg1} (if @var{arg2} @var{arg2} @var{arg3})) @end group @end example @noindent This is not completely equivalent because it can evaluate @var{arg1} or @var{arg2} twice. By contrast, @code{(or @var{arg1} @var{arg2} @var{arg3})} never evaluates any argument more than once. @end defspec @defmac equiv &rest conditions The @code{equiv} macro tests whether all the @var{conditions} are logically equivalent, i.e., either all @code{nil} or all non-@code{nil}. It works by evaluating the @var{conditions} one by one in the order written. If any of the @var{conditions} evaluates to a value logically different from its preceding @var{conditions}, then the result of the @code{equiv} must be @code{nil} regardless of the remaining @var{conditions}; so @code{equiv} returns @code{nil} right away, ignoring the remaining @var{conditions}. If all the @var{conditions} turn out non-@code{nil}, then the @code{equiv} expression returns the value of the last one. Otherwise, if all the @var{conditions} turn out @code{nil}, @code{equiv} returns @code{t}. Just @code{(equiv)}, with no @var{conditions}, also returns @code{t}, appropriate because all the @var{conditions} turned out logically equivalent. (Think about it; which one did not?) For example, the following expression tests whether either some state is enabled (@var{enabled} is non-@code{nil}) and should be disabled (@var{disable} is also non-@code{nil}), or the state is disabled (@var{enabled} is @code{nil}) and should be enabled (@var{disable} is also @code{nil}); if either of these conditions holds, the state should subsequently be toggled: @example (when (equiv enabled disable) ;; Toggle state @dots{}) @end example Like the @code{and} construct, @code{equiv} can be written in terms of @code{if} or @code{cond}, though not quite as naturally. Here's how: @example @group (equiv @var{arg1} @var{arg2} @var{arg3}) @equiv{} (if @var{arg1} (if @var{arg2} @var{arg3}) (if @var{arg2} nil (if @var{arg3} nil t))) @equiv{} (cond (@var{arg1} (cond (@var{arg2} @var{arg3}))) (@var{arg2} nil) (@var{arg3} nil) (t)) @end group @end example @end defmac @defun xor condition1 condition2 This function returns the boolean exclusive-or of @var{condition1} and @var{condition2}. That is, @code{xor} returns @code{nil} if either both arguments are @code{nil}, or both are non-@code{nil}. Otherwise, it returns the value of that argument which is non-@code{nil}. @end defun @node Pattern-Matching Conditional @section Pattern-Matching Conditional @cindex pcase @cindex pattern matching, programming style Aside from the four basic conditional forms, Emacs Lisp also has a pattern-matching conditional form, the @code{pcase} macro, a hybrid of @code{cond} and @code{cl-case} (@pxref{Conditionals,,,cl,Common Lisp Extensions}) that overcomes their limitations and introduces the @dfn{pattern matching programming style}. The limitations that @code{pcase} overcomes are: @itemize @item The @code{cond} form chooses among alternatives by evaluating the predicate @var{condition} of each of its clauses (@pxref{Conditionals}). The primary limitation is that variables let-bound in @var{condition} are not available to the clause's @var{body-forms}. Another annoyance (more an inconvenience than a limitation) is that when a series of @var{condition} predicates implement equality tests, there is a lot of repeated code. (@code{cl-case} solves this inconvenience.) @item The @code{cl-case} macro chooses among alternatives by evaluating the equality of its first argument against a set of specific values. Its limitations are two-fold: @enumerate @item The equality tests use @code{eql}. @item The values must be known and written in advance. @end enumerate @noindent These render @code{cl-case} unsuitable for strings or compound data structures (e.g., lists or vectors). (@code{cond} doesn't have these limitations, but it has others, see above.) @end itemize @noindent Conceptually, the @code{pcase} macro borrows the first-arg focus of @code{cl-case} and the clause-processing flow of @code{cond}, replacing @var{condition} with a generalization of the equality test which is a variant of @dfn{pattern matching}, and adding facilities so that you can concisely express a clause's predicate, and arrange to share let-bindings between a clause's predicate and @var{body-forms}. The concise expression of a predicate is known as a @dfn{pattern}. When the predicate, called on the value of the first arg, returns non-@code{nil}, we say that ``the pattern matches the value'' (or sometimes ``the value matches the pattern''). @menu * The @code{pcase} macro: pcase Macro. Includes examples and caveats. * Extending @code{pcase}: Extending pcase. Define new kinds of patterns. * Backquote-Style Patterns: Backquote Patterns. Structural patterns matching. * Destructuring with pcase Patterns:: Using pcase patterns to extract subfields. @end menu @node pcase Macro @subsection The @code{pcase} macro For background, @xref{Pattern-Matching Conditional}. @defmac pcase expression &rest clauses Each clause in @var{clauses} has the form: @w{@code{(@var{pattern} @var{body-forms}@dots{})}}. Evaluate @var{expression} to determine its value, @var{expval}. Find the first clause in @var{clauses} whose @var{pattern} matches @var{expval} and pass control to that clause's @var{body-forms}. If there is a match, the value of @code{pcase} is the value of the last of @var{body-forms} in the successful clause. Otherwise, @code{pcase} evaluates to @code{nil}. @end defmac @cindex pcase pattern Each @var{pattern} has to be a @dfn{pcase pattern}, which can use either one of the core patterns defined below, or one of the patterns defined via @code{pcase-defmacro} (@pxref{Extending pcase}). The rest of this subsection describes different forms of core patterns, presents some examples, and concludes with important caveats on using the let-binding facility provided by some pattern forms. A core pattern can have the following forms: @table @code @item _ Matches any @var{expval}. This is also known as @dfn{don't care} or @dfn{wildcard}. @item '@var{val} Matches if @var{expval} equals @var{val}. The comparison is done as if by @code{equal} (@pxref{Equality Predicates}). @item @var{keyword} @itemx @var{integer} @itemx @var{string} Matches if @var{expval} equals the literal object. This is a special case of @code{'@var{val}}, above, possible because literal objects of these types are self-quoting. @item @var{symbol} Matches any @var{expval}, and additionally let-binds @var{symbol} to @var{expval}, such that this binding is available to @var{body-forms} (@pxref{Dynamic Binding}). If @var{symbol} is part of a sequencing pattern @var{seqpat} (e.g., by using @code{and}, below), the binding is also available to the portion of @var{seqpat} following the appearance of @var{symbol}. This usage has some caveats, see @ref{pcase-symbol-caveats,,caveats}. Two symbols to avoid are @code{t}, which behaves like @code{_} (above) and is deprecated, and @code{nil}, which signals an error. Likewise, it makes no sense to bind keyword symbols (@pxref{Constant Variables}). @item (pred @var{function}) Matches if the predicate @var{function} returns non-@code{nil} when called on @var{expval}. the predicate @var{function} can have one of the following forms: @table @asis @item function name (a symbol) Call the named function with one argument, @var{expval}. Example: @code{integerp} @item lambda expression Call the anonymous function with one argument, @var{expval} (@pxref{Lambda Expressions}). Example: @code{(lambda (n) (= 42 n))} @item function call with @var{n} args Call the function (the first element of the function call) with @var{n} arguments (the other elements) and an additional @var{n}+1-th argument that is @var{expval}. Example: @code{(= 42)}@* In this example, the function is @code{=}, @var{n} is one, and the actual function call becomes: @w{@code{(= 42 @var{expval})}}. @end table @item (app @var{function} @var{pattern}) Matches if @var{function} called on @var{expval} returns a value that matches @var{pattern}. @var{function} can take one of the forms described for @code{pred}, above. Unlike @code{pred}, however, @code{app} tests the result against @var{pattern}, rather than against a boolean truth value. @item (guard @var{boolean-expression}) Matches if @var{boolean-expression} evaluates to non-@code{nil}. @item (let @var{pattern} @var{expr}) Evaluates @var{expr} to get @var{exprval} and matches if @var{exprval} matches @var{pattern}. (It is called @code{let} because @var{pattern} can bind symbols to values using @var{symbol}.) @end table @cindex sequencing pattern A @dfn{sequencing pattern} (also known as @var{seqpat}) is a pattern that processes its sub-pattern arguments in sequence. There are two for @code{pcase}: @code{and} and @code{or}. They behave in a similar manner to the special forms that share their name (@pxref{Combining Conditions}), but instead of processing values, they process sub-patterns. @table @code @item (and @var{pattern1}@dots{}) Attempts to match @var{pattern1}@dots{}, in order, until one of them fails to match. In that case, @code{and} likewise fails to match, and the rest of the sub-patterns are not tested. If all sub-patterns match, @code{and} matches. @item (or @var{pattern1} @var{pattern2}@dots{}) Attempts to match @var{pattern1}, @var{pattern2}, @dots{}, in order, until one of them succeeds. In that case, @code{or} likewise matches, and the rest of the sub-patterns are not tested. (Note that there must be at least two sub-patterns. Simply @w{@code{(or @var{pattern1})}} signals error.) @c Issue: Is this correct and intended? @c Are there exceptions, qualifications? @c (Btw, ``Please avoid it'' is a poor error message.) To present a consistent environment (@pxref{Intro Eval}) to @var{body-forms} (thus avoiding an evaluation error on match), if any of the sub-patterns let-binds a set of symbols, they @emph{must} all bind the same set of symbols. @ifnottex @anchor{rx in pcase} @item (rx @var{rx-expr}@dots{}) Matches strings against the regexp @var{rx-expr}@dots{}, using the @code{rx} regexp notation (@pxref{Rx Notation}), as if by @code{string-match}. In addition to the usual @code{rx} syntax, @var{rx-expr}@dots{} can contain the following constructs: @table @code @item (let @var{ref} @var{rx-expr}@dots{}) Bind the symbol @var{ref} to a submatch that matches @var{rx-expr}@enddots{}. @var{ref} is bound in @var{body-forms} to the string of the submatch or nil, but can also be used in @code{backref}. @item (backref @var{ref}) Like the standard @code{backref} construct, but @var{ref} can here also be a name introduced by a previous @code{(let @var{ref} @dots{})} construct. @end table @end ifnottex @end table @anchor{pcase-example-0} @subheading Example: Advantage Over @code{cl-case} Here's an example that highlights some advantages @code{pcase} has over @code{cl-case} (@pxref{Conditionals,,,cl,Common Lisp Extensions}). @example @group (pcase (get-return-code x) ;; string ((and (pred stringp) msg) (message "%s" msg)) @end group @group ;; symbol ('success (message "Done!")) ('would-block (message "Sorry, can't do it now")) ('read-only (message "The shmliblick is read-only")) ('access-denied (message "You do not have the needed rights")) @end group @group ;; default (code (message "Unknown return code %S" code))) @end group @end example @noindent With @code{cl-case}, you would need to explicitly declare a local variable @code{code} to hold the return value of @code{get-return-code}. Also @code{cl-case} is difficult to use with strings because it uses @code{eql} for comparison. @anchor{pcase-example-1} @subheading Example: Using @code{and} A common idiom is to write a pattern starting with @code{and}, with one or more @var{symbol} sub-patterns providing bindings to the sub-patterns that follow (as well as to the body forms). For example, the following pattern matches single-digit integers. @example @group (and (pred integerp) n ; @r{bind @code{n} to @var{expval}} (guard (<= -9 n 9))) @end group @end example @noindent First, @code{pred} matches if @w{@code{(integerp @var{expval})}} evaluates to non-@code{nil}. Next, @code{n} is a @var{symbol} pattern that matches anything and binds @code{n} to @var{expval}. Lastly, @code{guard} matches if the boolean expression @w{@code{(<= -9 n 9)}} (note the reference to @code{n}) evaluates to non-@code{nil}. If all these sub-patterns match, @code{and} matches. @anchor{pcase-example-2} @subheading Example: Reformulation with @code{pcase} Here is another example that shows how to reformulate a simple matching task from its traditional implementation (function @code{grok/traditional}) to one using @code{pcase} (function @code{grok/pcase}). The docstring for both these functions is: ``If OBJ is a string of the form "key:NUMBER", return NUMBER (a string). Otherwise, return the list ("149" default).'' First, the traditional implementation (@pxref{Regular Expressions}): @example @group (defun grok/traditional (obj) (if (and (stringp obj) (string-match "^key:\\([[:digit:]]+\\)$" obj)) (match-string 1 obj) (list "149" 'default))) @end group @group (grok/traditional "key:0") @result{} "0" (grok/traditional "key:149") @result{} "149" (grok/traditional 'monolith) @result{} ("149" default) @end group @end example @noindent The reformulation demonstrates @var{symbol} binding as well as @code{or}, @code{and}, @code{pred}, @code{app} and @code{let}. @example @group (defun grok/pcase (obj) (pcase obj ((or ; @r{line 1} (and ; @r{line 2} (pred stringp) ; @r{line 3} (pred (string-match ; @r{line 4} "^key:\\([[:digit:]]+\\)$")) ; @r{line 5} (app (match-string 1) ; @r{line 6} val)) ; @r{line 7} (let val (list "149" 'default))) ; @r{line 8} val))) ; @r{line 9} @end group @group (grok/pcase "key:0") @result{} "0" (grok/pcase "key:149") @result{} "149" (grok/pcase 'monolith) @result{} ("149" default) @end group @end example @noindent The bulk of @code{grok/pcase} is a single clause of a @code{pcase} form, the pattern on lines 1-8, the (single) body form on line 9. The pattern is @code{or}, which tries to match in turn its argument sub-patterns, first @code{and} (lines 2-7), then @code{let} (line 8), until one of them succeeds. As in the previous example (@pxref{pcase-example-1,,Example 1}), @code{and} begins with a @code{pred} sub-pattern to ensure the following sub-patterns work with an object of the correct type (string, in this case). If @w{@code{(stringp @var{expval})}} returns @code{nil}, @code{pred} fails, and thus @code{and} fails, too. The next @code{pred} (lines 4-5) evaluates @w{@code{(string-match RX @var{expval})}} and matches if the result is non-@code{nil}, which means that @var{expval} has the desired form: @code{key:NUMBER}. Again, failing this, @code{pred} fails and @code{and}, too. Lastly (in this series of @code{and} sub-patterns), @code{app} evaluates @w{@code{(match-string 1 @var{expval})}} (line 6) to get a temporary value @var{tmp} (i.e., the ``NUMBER'' substring) and tries to match @var{tmp} against pattern @code{val} (line 7). Since that is a @var{symbol} pattern, it matches unconditionally and additionally binds @code{val} to @var{tmp}. Now that @code{app} has matched, all @code{and} sub-patterns have matched, and so @code{and} matches. Likewise, once @code{and} has matched, @code{or} matches and does not proceed to try sub-pattern @code{let} (line 8). Let's consider the situation where @code{obj} is not a string, or it is a string but has the wrong form. In this case, one of the @code{pred} (lines 3-5) fails to match, thus @code{and} (line 2) fails to match, thus @code{or} (line 1) proceeds to try sub-pattern @code{let} (line 8). First, @code{let} evaluates @w{@code{(list "149" 'default)}} to get @w{@code{("149" default)}}, the @var{exprval}, and then tries to match @var{exprval} against pattern @code{val}. Since that is a @var{symbol} pattern, it matches unconditionally and additionally binds @code{val} to @var{exprval}. Now that @code{let} has matched, @code{or} matches. Note how both @code{and} and @code{let} sub-patterns finish in the same way: by trying (always successfully) to match against the @var{symbol} pattern @code{val}, in the process binding @code{val}. Thus, @code{or} always matches and control always passes to the body form (line 9). Because that is the last body form in a successfully matched @code{pcase} clause, it is the value of @code{pcase} and likewise the return value of @code{grok/pcase} (@pxref{What Is a Function}). @anchor{pcase-symbol-caveats} @subheading Caveats for @var{symbol} in Sequencing Patterns The preceding examples all use sequencing patterns which include the @var{symbol} sub-pattern in some way. Here are some important details about that usage. @enumerate @item When @var{symbol} occurs more than once in @var{seqpat}, the second and subsequent occurrences do not expand to re-binding, but instead expand to an equality test using @code{eq}. The following example features a @code{pcase} form with two clauses and two @var{seqpat}, A and B. Both A and B first check that @var{expval} is a pair (using @code{pred}), and then bind symbols to the @code{car} and @code{cdr} of @var{expval} (using one @code{app} each). For A, because symbol @code{st} is mentioned twice, the second mention becomes an equality test using @code{eq}. On the other hand, B uses two separate symbols, @code{s1} and @code{s2}, both of which become independent bindings. @example @group (defun grok (object) (pcase object ((and (pred consp) ; seqpat A (app car st) ; first mention: st (app cdr st)) ; second mention: st (list 'eq st)) @end group @group ((and (pred consp) ; seqpat B (app car s1) ; first mention: s1 (app cdr s2)) ; first mention: s2 (list 'not-eq s1 s2)))) @end group @group (let ((s "yow!")) (grok (cons s s))) @result{} (eq "yow!") (grok (cons "yo!" "yo!")) @result{} (not-eq "yo!" "yo!") (grok '(4 2)) @result{} (not-eq 4 (2)) @end group @end example @item Side-effecting code referencing @var{symbol} is undefined. Avoid. For example, here are two similar functions. Both use @code{and}, @var{symbol} and @code{guard}: @example @group (defun square-double-digit-p/CLEAN (integer) (pcase (* integer integer) ((and n (guard (< 9 n 100))) (list 'yes n)) (sorry (list 'no sorry)))) (square-double-digit-p/CLEAN 9) @result{} (yes 81) (square-double-digit-p/CLEAN 3) @result{} (no 9) @end group @group (defun square-double-digit-p/MAYBE (integer) (pcase (* integer integer) ((and n (guard (< 9 (incf n) 100))) (list 'yes n)) (sorry (list 'no sorry)))) (square-double-digit-p/MAYBE 9) @result{} (yes 81) (square-double-digit-p/MAYBE 3) @result{} (yes 9) ; @r{WRONG!} @end group @end example @noindent The difference is in @var{boolean-expression} in @code{guard}: @code{CLEAN} references @code{n} simply and directly, while @code{MAYBE} references @code{n} with a side-effect, in the expression @code{(incf n)}. When @code{integer} is 3, here's what happens: @itemize @item The first @code{n} binds it to @var{expval}, i.e., the result of evaluating @code{(* 3 3)}, or 9. @item @var{boolean-expression} is evaluated: @example @group start: (< 9 (incf n) 100) becomes: (< 9 (setq n (1+ n)) 100) becomes: (< 9 (setq n (1+ 9)) 100) @end group @group becomes: (< 9 (setq n 10) 100) ; @r{side-effect here!} becomes: (< 9 n 100) ; @r{@code{n} now bound to 10} becomes: (< 9 10 100) becomes: t @end group @end example @item Because the result of the evaluation is non-@code{nil}, @code{guard} matches, @code{and} matches, and control passes to that clause's body forms. @end itemize @noindent Aside from the mathematical incorrectness of asserting that 9 is a double-digit integer, there is another problem with @code{MAYBE}. The body form references @code{n} once more, yet we do not see the updated value---10---at all. What happened to it? To sum up, it's best to avoid side-effecting references to @var{symbol} patterns entirely, not only in @var{boolean-expression} (in @code{guard}), but also in @var{expr} (in @code{let}) and @var{function} (in @code{pred} and @code{app}). @item On match, the clause's body forms can reference the set of symbols the pattern let-binds. When @var{seqpat} is @code{and}, this set is the union of all the symbols each of its sub-patterns let-binds. This makes sense because, for @code{and} to match, all the sub-patterns must match. When @var{seqpat} is @code{or}, things are different: @code{or} matches at the first sub-pattern that matches; the rest of the sub-patterns are ignored. It makes no sense for each sub-pattern to let-bind a different set of symbols because the body forms have no way to distinguish which sub-pattern matched and choose among the different sets. For example, the following is invalid: @example @group (pcase (read-number "Enter an integer: ") ((or (and (pred evenp) e-num) ; @r{bind @code{e-num} to @var{expval}} o-num) ; @r{bind @code{o-num} to @var{expval}} (list e-num o-num))) @end group @group Enter an integer: 42 @error{} Symbol’s value as variable is void: o-num @end group @group Enter an integer: 149 @error{} Symbol’s value as variable is void: e-num @end group @end example @noindent Evaluating body form @w{@code{(list e-num o-num)}} signals error. To distinguish between sub-patterns, you can use another symbol, identical in name in all sub-patterns but differing in value. Reworking the above example: @example @group (pcase (read-number "Enter an integer: ") ((and num ; @r{line 1} (or (and (pred evenp) ; @r{line 2} (let spin 'even)) ; @r{line 3} (let spin 'odd))) ; @r{line 4} (list spin num))) ; @r{line 5} @end group @group Enter an integer: 42 @result{} (even 42) @end group @group Enter an integer: 149 @result{} (odd 149) @end group @end example @noindent Line 1 ``factors out'' the @var{expval} binding with @code{and} and @var{symbol} (in this case, @code{num}). On line 2, @code{or} begins in the same way as before, but instead of binding different symbols, uses @code{let} twice (lines 3-4) to bind the same symbol @code{spin} in both sub-patterns. The value of @code{spin} distinguishes the sub-patterns. The body form references both symbols (line 5). @end enumerate @node Extending pcase @subsection Extending @code{pcase} @cindex pcase, defining new kinds of patterns The @code{pcase} macro supports several kinds of patterns (@pxref{Pattern-Matching Conditional}). You can add support for other kinds of patterns using the @code{pcase-defmacro} macro. @defmac pcase-defmacro name args [doc] &rest body Define a new kind of pattern for @code{pcase}, to be invoked as @w{@code{(@var{name} @var{actual-args})}}. The @code{pcase} macro expands this into a function call that evaluates @var{body}, whose job it is to rewrite the invoked pattern into some other pattern, in an environment where @var{args} are bound to @var{actual-args}. Additionally, arrange to display @var{doc} along with the docstring of @code{pcase}. By convention, @var{doc} should use @code{EXPVAL} to stand for the result of evaluating @var{expression} (first arg to @code{pcase}). @end defmac @noindent Typically, @var{body} rewrites the invoked pattern to use more basic patterns. Although all patterns eventually reduce to core patterns, @code{body} need not use core patterns straight away. The following example defines two patterns, named @code{less-than} and @code{integer-less-than}. @example @group (pcase-defmacro less-than (n) "Matches if EXPVAL is a number less than N." `(pred (> ,n))) @end group @group (pcase-defmacro integer-less-than (n) "Matches if EXPVAL is an integer less than N." `(and (pred integerp) (less-than ,n))) @end group @end example @noindent Note that the docstrings mention @var{args} (in this case, only one: @code{n}) in the usual way, and also mention @code{EXPVAL} by convention. The first rewrite (i.e., @var{body} for @code{less-than}) uses one core pattern: @code{pred}. The second uses two core patterns: @code{and} and @code{pred}, as well as the newly-defined pattern @code{less-than}. Both use a single backquote construct (@pxref{Backquote}). @node Backquote Patterns @subsection Backquote-Style Patterns @cindex backquote-style patterns @cindex matching, structural @cindex structural matching This subsection describes @dfn{backquote-style patterns}, a set of builtin patterns that eases structural matching. For background, @pxref{Pattern-Matching Conditional}. Backquote-style patterns are a powerful set of @code{pcase} pattern extensions (created using @code{pcase-defmacro}) that make it easy to match @var{expval} against specifications of its @emph{structure}. For example, to match @var{expval} that must be a list of two elements whose first element is a specific string and the second element is any value, you can write a core pattern: @example @group (and (pred listp) ls @end group @group (guard (= 2 (length ls))) (guard (string= "first" (car ls))) (let second-elem (cadr ls))) @end group @end example @noindent or you can write the equivalent backquote-style pattern: @example `("first" ,second-elem) @end example @noindent The backquote-style pattern is more concise, resembles the structure of @var{expval}, and avoids binding @code{ls}. A backquote-style pattern has the form @code{`@var{qpat}} where @var{qpat} can have the following forms: @table @code @item (@var{qpat1} . @var{qpat2}) Matches if @var{expval} is a cons cell whose @code{car} matches @var{qpat1} and whose @code{cdr} matches @var{qpat2}. This readily generalizes to lists as in @w{@code{(@var{qpat1} @var{qpat2} @dots{})}}. @item [@var{qpat1} @var{qpat2} @dots{} @var{qpatm}] Matches if @var{expval} is a vector of length @var{m} whose @code{0}..@code{(@var{m}-1)}th elements match @var{qpat1}, @var{qpat2} @dots{} @var{qpatm}, respectively. @item @var{symbol} @itemx @var{keyword} @itemx @var{number} @itemx @var{string} Matches if the corresponding element of @var{expval} is @code{equal} to the specified literal object. @item ,@var{pattern} Matches if the corresponding element of @var{expval} matches @var{pattern}. Note that @var{pattern} is any kind that @code{pcase} supports. (In the example above, @code{second-elem} is a @var{symbol} core pattern; it therefore matches anything, and let-binds @code{second-elem}.) @end table The @dfn{corresponding element} is the portion of @var{expval} that is in the same structural position as the structural position of @var{qpat} in the backquote-style pattern. (In the example above, the corresponding element of @code{second-elem} is the second element of @var{expval}.) Here is an example of using @code{pcase} to implement a simple interpreter for a little expression language (note that this requires lexical binding for the lambda expression in the @code{fn} clause to properly capture @code{body} and @code{arg} (@pxref{Lexical Binding}): @example @group (defun evaluate (form env) (pcase form (`(add ,x ,y) (+ (evaluate x env) (evaluate y env))) @end group @group (`(call ,fun ,arg) (funcall (evaluate fun env) (evaluate arg env))) (`(fn ,arg ,body) (lambda (val) (evaluate body (cons (cons arg val) env)))) @end group @group ((pred numberp) form) ((pred symbolp) (cdr (assq form env))) (_ (error "Syntax error: %S" form)))) @end group @end example @noindent The first three clauses use backquote-style patterns. @code{`(add ,x ,y)} is a pattern that checks that @code{form} is a three-element list starting with the literal symbol @code{add}, then extracts the second and third elements and binds them to symbols @code{x} and @code{y}, respectively. The clause body evaluates @code{x} and @code{y} and adds the results. Similarly, the @code{call} clause implements a function call, and the @code{fn} clause implements an anonymous function definition. The remaining clauses use core patterns. @code{(pred numberp)} matches if @code{form} is a number. On match, the body evaluates it. @code{(pred symbolp)} matches if @code{form} is a symbol. On match, the body looks up the symbol in @code{env} and returns its association. Finally, @code{_} is the catch-all pattern that matches anything, so it's suitable for reporting syntax errors. Here are some sample programs in this small language, including their evaluation results: @example (evaluate '(add 1 2) nil) @result{} 3 (evaluate '(add x y) '((x . 1) (y . 2))) @result{} 3 (evaluate '(call (fn x (add 1 x)) 2) nil) @result{} 3 (evaluate '(sub 1 2) nil) @result{} error @end example @node Destructuring with pcase Patterns @subsection Destructuring with @code{pcase} Patterns @cindex destructuring with pcase patterns Pcase patterns not only express a condition on the form of the objects they can match, but they can also extract sub-fields of those objects. For example we can extract 2 elements from a list that is the value of the variable @code{my-list} with the following code: @example (pcase my-list (`(add ,x ,y) (message "Contains %S and %S" x y))) @end example This will not only extract @code{x} and @code{y} but will additionally test that @code{my-list} is a list containing exactly 3 elements and whose first element is the symbol @code{add}. If any of those tests fail, @code{pcase} will immediately return @code{nil} without calling @code{message}. Extraction of multiple values stored in an object is known as @dfn{destructuring}. Using @code{pcase} patterns allows to perform @dfn{destructuring binding}, which is similar to a local binding (@pxref{Local Variables}), but gives values to multiple elements of a variable by extracting those values from an object of compatible structure. The macros described in this section use @code{pcase} patterns to perform destructuring binding. The condition of the object to be of compatible structure means that the object must match the pattern, because only then the object's subfields can be extracted. For example: @example (pcase-let ((`(add ,x ,y) my-list)) (message "Contains %S and %S" x y)) @end example @noindent does the same as the previous example, except that it directly tries to extract @code{x} and @code{y} from @code{my-list} without first verifying if @code{my-list} is a list which has the right number of elements and has @code{add} as its first element. The precise behavior when the object does not actually match the pattern is undefined, although the body will not be silently skipped: either an error is signaled or the body is run with some of the variables potentially bound to arbitrary values like @code{nil}. The pcase patterns that are useful for destructuring bindings are generally those described in @ref{Backquote Patterns}, since they express a specification of the structure of objects that will match. For an alternative facility for destructuring binding, see @ref{seq-let}. @defmac pcase-let bindings body@dots{} Perform destructuring binding of variables according to @var{bindings}, and then evaluate @var{body}. @var{bindings} is a list of bindings of the form @w{@code{(@var{pattern} @var{exp})}}, where @var{exp} is an expression to evaluate and @var{pattern} is a @code{pcase} pattern. All @var{exp}s are evaluated first, after which they are matched against their respective @var{pattern}, introducing new variable bindings that can then be used inside @var{body}. The variable bindings are produced by destructuring binding of elements of @var{pattern} to the values of the corresponding elements of the evaluated @var{exp}. @end defmac @defmac pcase-let* bindings body@dots{} Perform destructuring binding of variables according to @var{bindings}, and then evaluate @var{body}. @var{bindings} is a list of bindings of the form @code{(@var{pattern} @var{exp})}, where @var{exp} is an expression to evaluate and @var{pattern} is a @code{pcase} pattern. The variable bindings are produced by destructuring binding of elements of @var{pattern} to the values of the corresponding elements of the evaluated @var{exp}. Unlike @code{pcase-let}, but similarly to @code{let*}, each @var{exp} is matched against its corresponding @var{pattern} before processing the next element of @var{bindings}, so the variable bindings introduced in each one of the @var{bindings} are available in the @var{exp}s of the @var{bindings} that follow it, additionally to being available in @var{body}. @end defmac @defmac pcase-dolist (pattern list) body@dots{} Execute @var{body} once for each element of @var{list}, on each iteration performing a destructuring binding of variables in @var{pattern} to the values of the corresponding subfields of the element of @var{list}. The bindings are performed as if by @code{pcase-let}. When @var{pattern} is a simple variable, this ends up being equivalent to @code{dolist} (@pxref{Iteration}). @end defmac @node Iteration @section Iteration @cindex iteration @cindex recursion @cindex forms, iteration Iteration means executing part of a program repetitively. For example, you might want to repeat some computation once for each element of a list, or once for each integer from 0 to @var{n}. You can do this in Emacs Lisp with the special form @code{while}: @defspec while condition forms@dots{} @code{while} first evaluates @var{condition}. If the result is non-@code{nil}, it evaluates @var{forms} in textual order. Then it reevaluates @var{condition}, and if the result is non-@code{nil}, it evaluates @var{forms} again. This process repeats until @var{condition} evaluates to @code{nil}. There is no limit on the number of iterations that may occur. The loop will continue until either @var{condition} evaluates to @code{nil} or until an error or @code{throw} jumps out of it (@pxref{Nonlocal Exits}). The value of a @code{while} form is always @code{nil}. @example @group (setq num 0) @result{} 0 @end group @group (while (< num 4) (princ (format "Iteration %d." num)) (setq num (1+ num))) @print{} Iteration 0. @print{} Iteration 1. @print{} Iteration 2. @print{} Iteration 3. @result{} nil @end group @end example To write a repeat-until loop, which will execute something on each iteration and then do the end-test, put the body followed by the end-test in a @code{progn} as the first argument of @code{while}, as shown here: @example @group (while (progn (forward-line 1) (not (looking-at "^$")))) @end group @end example @noindent This moves forward one line and continues moving by lines until it reaches an empty line. It is peculiar in that the @code{while} has no body, just the end test (which also does the real work of moving point). @end defspec The @code{dolist} and @code{dotimes} macros provide convenient ways to write two common kinds of loops. @defmac dolist (var list [result]) body@dots{} This construct executes @var{body} once for each element of @var{list}, binding the variable @var{var} locally to hold the current element. Then it returns the value of evaluating @var{result}, or @code{nil} if @var{result} is omitted. For example, here is how you could use @code{dolist} to define the @code{reverse} function: @example (defun reverse (list) (let (value) (dolist (elt list value) (setq value (cons elt value))))) @end example @end defmac @defmac dotimes (var count [result]) body@dots{} This construct executes @var{body} once for each integer from 0 (inclusive) to @var{count} (exclusive), binding the variable @var{var} to the integer for the current iteration. Then it returns the value of evaluating @var{result}, or @code{nil} if @var{result} is omitted. Use of @var{result} is deprecated. Here is an example of using @code{dotimes} to do something 100 times: @example (dotimes (i 100) (insert "I will not obey absurd orders\n")) @end example @end defmac @node Generators @section Generators @cindex generators A @dfn{generator} is a function that produces a potentially-infinite stream of values. Each time the function produces a value, it suspends itself and waits for a caller to request the next value. @defmac iter-defun name args [doc] [declare] [interactive] body@dots{} @code{iter-defun} defines a generator function. A generator function has the same signature as a normal function, but works differently. Instead of executing @var{body} when called, a generator function returns an iterator object. That iterator runs @var{body} to generate values, emitting a value and pausing where @code{iter-yield} or @code{iter-yield-from} appears. When @var{body} returns normally, @code{iter-next} signals @code{iter-end-of-sequence} with @var{body}'s result as its condition data. Any kind of Lisp code is valid inside @var{body}, but @code{iter-yield} and @code{iter-yield-from} cannot appear inside @code{unwind-protect} forms. @end defmac @defmac iter-lambda args [doc] [interactive] body@dots{} @code{iter-lambda} produces an unnamed generator function that works just like a generator function produced with @code{iter-defun}. @end defmac @defmac iter-yield value When it appears inside a generator function, @code{iter-yield} indicates that the current iterator should pause and return @var{value} from @code{iter-next}. @code{iter-yield} evaluates to the @code{value} parameter of next call to @code{iter-next}. @end defmac @defmac iter-yield-from iterator @code{iter-yield-from} yields all the values that @var{iterator} produces and evaluates to the value that @var{iterator}'s generator function returns normally. While it has control, @var{iterator} receives values sent to the iterator using @code{iter-next}. @end defmac To use a generator function, first call it normally, producing a @dfn{iterator} object. An iterator is a specific instance of a generator. Then use @code{iter-next} to retrieve values from this iterator. When there are no more values to pull from an iterator, @code{iter-next} raises an @code{iter-end-of-sequence} condition with the iterator's final value. It's important to note that generator function bodies only execute inside calls to @code{iter-next}. A call to a function defined with @code{iter-defun} produces an iterator; you must drive this iterator with @code{iter-next} for anything interesting to happen. Each call to a generator function produces a @emph{different} iterator, each with its own state. @defun iter-next iterator value Retrieve the next value from @var{iterator}. If there are no more values to be generated (because @var{iterator}'s generator function returned), @code{iter-next} signals the @code{iter-end-of-sequence} condition; the data value associated with this condition is the value with which @var{iterator}'s generator function returned. @var{value} is sent into the iterator and becomes the value to which @code{iter-yield} evaluates. @var{value} is ignored for the first @code{iter-next} call to a given iterator, since at the start of @var{iterator}'s generator function, the generator function is not evaluating any @code{iter-yield} form. @end defun @defun iter-close iterator If @var{iterator} is suspended inside an @code{unwind-protect}'s @code{bodyform} and becomes unreachable, Emacs will eventually run unwind handlers after a garbage collection pass. (Note that @code{iter-yield} is illegal inside an @code{unwind-protect}'s @code{unwindforms}.) To ensure that these handlers are run before then, use @code{iter-close}. @end defun Some convenience functions are provided to make working with iterators easier: @defmac iter-do (var iterator) body @dots{} Run @var{body} with @var{var} bound to each value that @var{iterator} produces. @end defmac The Common Lisp loop facility also contains features for working with iterators. @xref{Loop Facility,,,cl,Common Lisp Extensions}. The following piece of code demonstrates some important principles of working with iterators. @example (require 'generator) (iter-defun my-iter (x) (iter-yield (1+ (iter-yield (1+ x)))) ;; Return normally -1) (let* ((iter (my-iter 5)) (iter2 (my-iter 0))) ;; Prints 6 (print (iter-next iter)) ;; Prints 9 (print (iter-next iter 8)) ;; Prints 1; iter and iter2 have distinct states (print (iter-next iter2 nil)) ;; We expect the iter sequence to end now (condition-case x (iter-next iter) (iter-end-of-sequence ;; Prints -1, which my-iter returned normally (print (cdr x))))) @end example @node Nonlocal Exits @section Nonlocal Exits @cindex nonlocal exits A @dfn{nonlocal exit} is a transfer of control from one point in a program to another remote point. Nonlocal exits can occur in Emacs Lisp as a result of errors; you can also use them under explicit control. Nonlocal exits unbind all variable bindings made by the constructs being exited. @menu * Catch and Throw:: Nonlocal exits for the program's own purposes. * Examples of Catch:: Showing how such nonlocal exits can be written. * Errors:: How errors are signaled and handled. * Cleanups:: Arranging to run a cleanup form if an error happens. @end menu @node Catch and Throw @subsection Explicit Nonlocal Exits: @code{catch} and @code{throw} @cindex forms for nonlocal exits Most control constructs affect only the flow of control within the construct itself. The function @code{throw} is the exception to this rule of normal program execution: it performs a nonlocal exit on request. (There are other exceptions, but they are for error handling only.) @code{throw} is used inside a @code{catch}, and jumps back to that @code{catch}. For example: @example @group (defun foo-outer () (catch 'foo (foo-inner))) (defun foo-inner () @dots{} (if x (throw 'foo t)) @dots{}) @end group @end example @noindent The @code{throw} form, if executed, transfers control straight back to the corresponding @code{catch}, which returns immediately. The code following the @code{throw} is not executed. The second argument of @code{throw} is used as the return value of the @code{catch}. The function @code{throw} finds the matching @code{catch} based on the first argument: it searches for a @code{catch} whose first argument is @code{eq} to the one specified in the @code{throw}. If there is more than one applicable @code{catch}, the innermost one takes precedence. Thus, in the above example, the @code{throw} specifies @code{foo}, and the @code{catch} in @code{foo-outer} specifies the same symbol, so that @code{catch} is the applicable one (assuming there is no other matching @code{catch} in between). Executing @code{throw} exits all Lisp constructs up to the matching @code{catch}, including function calls. When binding constructs such as @code{let} or function calls are exited in this way, the bindings are unbound, just as they are when these constructs exit normally (@pxref{Local Variables}). Likewise, @code{throw} restores the buffer and position saved by @code{save-excursion} (@pxref{Excursions}), and the narrowing status saved by @code{save-restriction}. It also runs any cleanups established with the @code{unwind-protect} special form when it exits that form (@pxref{Cleanups}). The @code{throw} need not appear lexically within the @code{catch} that it jumps to. It can equally well be called from another function called within the @code{catch}. As long as the @code{throw} takes place chronologically after entry to the @code{catch}, and chronologically before exit from it, it has access to that @code{catch}. This is why @code{throw} can be used in commands such as @code{exit-recursive-edit} that throw back to the editor command loop (@pxref{Recursive Editing}). @cindex CL note---only @code{throw} in Emacs @quotation @b{Common Lisp note:} Most other versions of Lisp, including Common Lisp, have several ways of transferring control nonsequentially: @code{return}, @code{return-from}, and @code{go}, for example. Emacs Lisp has only @code{throw}. The @file{cl-lib} library provides versions of some of these. @xref{Blocks and Exits,,,cl,Common Lisp Extensions}. @end quotation @defspec catch tag body@dots{} @cindex tag on run time stack @code{catch} establishes a return point for the @code{throw} function. The return point is distinguished from other such return points by @var{tag}, which may be any Lisp object except @code{nil}. The argument @var{tag} is evaluated normally before the return point is established. With the return point in effect, @code{catch} evaluates the forms of the @var{body} in textual order. If the forms execute normally (without error or nonlocal exit) the value of the last body form is returned from the @code{catch}. If a @code{throw} is executed during the execution of @var{body}, specifying the same value @var{tag}, the @code{catch} form exits immediately; the value it returns is whatever was specified as the second argument of @code{throw}. @end defspec @defun throw tag value The purpose of @code{throw} is to return from a return point previously established with @code{catch}. The argument @var{tag} is used to choose among the various existing return points; it must be @code{eq} to the value specified in the @code{catch}. If multiple return points match @var{tag}, the innermost one is used. The argument @var{value} is used as the value to return from that @code{catch}. @kindex no-catch If no return point is in effect with tag @var{tag}, then a @code{no-catch} error is signaled with data @code{(@var{tag} @var{value})}. @end defun @node Examples of Catch @subsection Examples of @code{catch} and @code{throw} One way to use @code{catch} and @code{throw} is to exit from a doubly nested loop. (In most languages, this would be done with a @code{goto}.) Here we compute @code{(foo @var{i} @var{j})} for @var{i} and @var{j} varying from 0 to 9: @example @group (defun search-foo () (catch 'loop (let ((i 0)) (while (< i 10) (let ((j 0)) (while (< j 10) (if (foo i j) (throw 'loop (list i j))) (setq j (1+ j)))) (setq i (1+ i)))))) @end group @end example @noindent If @code{foo} ever returns non-@code{nil}, we stop immediately and return a list of @var{i} and @var{j}. If @code{foo} always returns @code{nil}, the @code{catch} returns normally, and the value is @code{nil}, since that is the result of the @code{while}. Here are two tricky examples, slightly different, showing two return points at once. First, two return points with the same tag, @code{hack}: @example @group (defun catch2 (tag) (catch tag (throw 'hack 'yes))) @result{} catch2 @end group @group (catch 'hack (print (catch2 'hack)) 'no) @print{} yes @result{} no @end group @end example @noindent Since both return points have tags that match the @code{throw}, it goes to the inner one, the one established in @code{catch2}. Therefore, @code{catch2} returns normally with value @code{yes}, and this value is printed. Finally the second body form in the outer @code{catch}, which is @code{'no}, is evaluated and returned from the outer @code{catch}. Now let's change the argument given to @code{catch2}: @example @group (catch 'hack (print (catch2 'quux)) 'no) @result{} yes @end group @end example @noindent We still have two return points, but this time only the outer one has the tag @code{hack}; the inner one has the tag @code{quux} instead. Therefore, @code{throw} makes the outer @code{catch} return the value @code{yes}. The function @code{print} is never called, and the body-form @code{'no} is never evaluated. @node Errors @subsection Errors @cindex errors When Emacs Lisp attempts to evaluate a form that, for some reason, cannot be evaluated, it @dfn{signals} an @dfn{error}. When an error is signaled, Emacs's default reaction is to print an error message and terminate execution of the current command. This is the right thing to do in most cases, such as if you type @kbd{C-f} at the end of the buffer. In complicated programs, simple termination may not be what you want. For example, the program may have made temporary changes in data structures, or created temporary buffers that should be deleted before the program is finished. In such cases, you would use @code{unwind-protect} to establish @dfn{cleanup expressions} to be evaluated in case of error. (@xref{Cleanups}.) Occasionally, you may wish the program to continue execution despite an error in a subroutine. In these cases, you would use @code{condition-case} to establish @dfn{error handlers} to recover control in case of error. Resist the temptation to use error handling to transfer control from one part of the program to another; use @code{catch} and @code{throw} instead. @xref{Catch and Throw}. @menu * Signaling Errors:: How to report an error. * Processing of Errors:: What Emacs does when you report an error. * Handling Errors:: How you can trap errors and continue execution. * Error Symbols:: How errors are classified for trapping them. @end menu @node Signaling Errors @subsubsection How to Signal an Error @cindex signaling errors @dfn{Signaling} an error means beginning error processing. Error processing normally aborts all or part of the running program and returns to a point that is set up to handle the error (@pxref{Processing of Errors}). Here we describe how to signal an error. Most errors are signaled automatically within Lisp primitives which you call for other purposes, such as if you try to take the @sc{car} of an integer or move forward a character at the end of the buffer. You can also signal errors explicitly with the functions @code{error} and @code{signal}. Quitting, which happens when the user types @kbd{C-g}, is not considered an error, but it is handled almost like an error. @xref{Quitting}. Every error specifies an error message, one way or another. The message should state what is wrong (``File does not exist''), not how things ought to be (``File must exist''). The convention in Emacs Lisp is that error messages should start with a capital letter, but should not end with any sort of punctuation. @defun error format-string &rest args This function signals an error with an error message constructed by applying @code{format-message} (@pxref{Formatting Strings}) to @var{format-string} and @var{args}. These examples show typical uses of @code{error}: @example @group (error "That is an error -- try something else") @error{} That is an error -- try something else @end group @group (error "Invalid name `%s'" "A%%B") @error{} Invalid name ‘A%%B’ @end group @end example @code{error} works by calling @code{signal} with two arguments: the error symbol @code{error}, and a list containing the string returned by @code{format-message}. Typically grave accent and apostrophe in the format translate to matching curved quotes, e.g., @t{"Missing `%s'"} might result in @t{"Missing ‘foo’"}. @xref{Text Quoting Style}, for how to influence or inhibit this translation. @strong{Warning:} If you want to use your own string as an error message verbatim, don't just write @code{(error @var{string})}. If @var{string} @var{string} contains @samp{%}, @samp{`}, or @samp{'} it may be reformatted, with undesirable results. Instead, use @code{(error "%s" @var{string})}. @end defun @defun signal error-symbol data @anchor{Definition of signal} This function signals an error named by @var{error-symbol}. The argument @var{data} is a list of additional Lisp objects relevant to the circumstances of the error. The argument @var{error-symbol} must be an @dfn{error symbol}---a symbol defined with @code{define-error}. This is how Emacs Lisp classifies different sorts of errors. @xref{Error Symbols}, for a description of error symbols, error conditions and condition names. If the error is not handled, the two arguments are used in printing the error message. Normally, this error message is provided by the @code{error-message} property of @var{error-symbol}. If @var{data} is non-@code{nil}, this is followed by a colon and a comma separated list of the unevaluated elements of @var{data}. For @code{error}, the error message is the @sc{car} of @var{data} (that must be a string). Subcategories of @code{file-error} are handled specially. The number and significance of the objects in @var{data} depends on @var{error-symbol}. For example, with a @code{wrong-type-argument} error, there should be two objects in the list: a predicate that describes the type that was expected, and the object that failed to fit that type. Both @var{error-symbol} and @var{data} are available to any error handlers that handle the error: @code{condition-case} binds a local variable to a list of the form @code{(@var{error-symbol} .@: @var{data})} (@pxref{Handling Errors}). The function @code{signal} never returns. @c (though in older Emacs versions it sometimes could). @example @group (signal 'wrong-number-of-arguments '(x y)) @error{} Wrong number of arguments: x, y @end group @group (signal 'no-such-error '("My unknown error condition")) @error{} peculiar error: "My unknown error condition" @end group @end example @end defun @cindex user errors, signaling @defun user-error format-string &rest args This function behaves exactly like @code{error}, except that it uses the error symbol @code{user-error} rather than @code{error}. As the name suggests, this is intended to report errors on the part of the user, rather than errors in the code itself. For example, if you try to use the command @code{Info-history-back} (@kbd{l}) to move back beyond the start of your Info browsing history, Emacs signals a @code{user-error}. Such errors do not cause entry to the debugger, even when @code{debug-on-error} is non-@code{nil}. @xref{Error Debugging}. @end defun @cindex CL note---no continuable errors @quotation @b{Common Lisp note:} Emacs Lisp has nothing like the Common Lisp concept of continuable errors. @end quotation @node Processing of Errors @subsubsection How Emacs Processes Errors @cindex processing of errors When an error is signaled, @code{signal} searches for an active @dfn{handler} for the error. A handler is a sequence of Lisp expressions designated to be executed if an error happens in part of the Lisp program. If the error has an applicable handler, the handler is executed, and control resumes following the handler. The handler executes in the environment of the @code{condition-case} that established it; all functions called within that @code{condition-case} have already been exited, and the handler cannot return to them. If there is no applicable handler for the error, it terminates the current command and returns control to the editor command loop. (The command loop has an implicit handler for all kinds of errors.) The command loop's handler uses the error symbol and associated data to print an error message. You can use the variable @code{command-error-function} to control how this is done: @defvar command-error-function This variable, if non-@code{nil}, specifies a function to use to handle errors that return control to the Emacs command loop. The function should take three arguments: @var{data}, a list of the same form that @code{condition-case} would bind to its variable; @var{context}, a string describing the situation in which the error occurred, or (more often) @code{nil}; and @var{caller}, the Lisp function which called the primitive that signaled the error. @end defvar @cindex @code{debug-on-error} use An error that has no explicit handler may call the Lisp debugger. The debugger is enabled if the variable @code{debug-on-error} (@pxref{Error Debugging}) is non-@code{nil}. Unlike error handlers, the debugger runs in the environment of the error, so that you can examine values of variables precisely as they were at the time of the error. @node Handling Errors @subsubsection Writing Code to Handle Errors @cindex error handler @cindex handling errors @cindex forms for handling errors The usual effect of signaling an error is to terminate the command that is running and return immediately to the Emacs editor command loop. You can arrange to trap errors occurring in a part of your program by establishing an error handler, with the special form @code{condition-case}. A simple example looks like this: @example @group (condition-case nil (delete-file filename) (error nil)) @end group @end example @noindent This deletes the file named @var{filename}, catching any error and returning @code{nil} if an error occurs. (You can use the macro @code{ignore-errors} for a simple case like this; see below.) The @code{condition-case} construct is often used to trap errors that are predictable, such as failure to open a file in a call to @code{insert-file-contents}. It is also used to trap errors that are totally unpredictable, such as when the program evaluates an expression read from the user. The second argument of @code{condition-case} is called the @dfn{protected form}. (In the example above, the protected form is a call to @code{delete-file}.) The error handlers go into effect when this form begins execution and are deactivated when this form returns. They remain in effect for all the intervening time. In particular, they are in effect during the execution of functions called by this form, in their subroutines, and so on. This is a good thing, since, strictly speaking, errors can be signaled only by Lisp primitives (including @code{signal} and @code{error}) called by the protected form, not by the protected form itself. The arguments after the protected form are handlers. Each handler lists one or more @dfn{condition names} (which are symbols) to specify which errors it will handle. The error symbol specified when an error is signaled also defines a list of condition names. A handler applies to an error if they have any condition names in common. In the example above, there is one handler, and it specifies one condition name, @code{error}, which covers all errors. The search for an applicable handler checks all the established handlers starting with the most recently established one. Thus, if two nested @code{condition-case} forms offer to handle the same error, the inner of the two gets to handle it. If an error is handled by some @code{condition-case} form, this ordinarily prevents the debugger from being run, even if @code{debug-on-error} says this error should invoke the debugger. If you want to be able to debug errors that are caught by a @code{condition-case}, set the variable @code{debug-on-signal} to a non-@code{nil} value. You can also specify that a particular handler should let the debugger run first, by writing @code{debug} among the conditions, like this: @example @group (condition-case nil (delete-file filename) ((debug error) nil)) @end group @end example @noindent The effect of @code{debug} here is only to prevent @code{condition-case} from suppressing the call to the debugger. Any given error will invoke the debugger only if @code{debug-on-error} and the other usual filtering mechanisms say it should. @xref{Error Debugging}. @defmac condition-case-unless-debug var protected-form handlers@dots{} The macro @code{condition-case-unless-debug} provides another way to handle debugging of such forms. It behaves exactly like @code{condition-case}, unless the variable @code{debug-on-error} is non-@code{nil}, in which case it does not handle any errors at all. @end defmac Once Emacs decides that a certain handler handles the error, it returns control to that handler. To do so, Emacs unbinds all variable bindings made by binding constructs that are being exited, and executes the cleanups of all @code{unwind-protect} forms that are being exited. Once control arrives at the handler, the body of the handler executes normally. After execution of the handler body, execution returns from the @code{condition-case} form. Because the protected form is exited completely before execution of the handler, the handler cannot resume execution at the point of the error, nor can it examine variable bindings that were made within the protected form. All it can do is clean up and proceed. Error signaling and handling have some resemblance to @code{throw} and @code{catch} (@pxref{Catch and Throw}), but they are entirely separate facilities. An error cannot be caught by a @code{catch}, and a @code{throw} cannot be handled by an error handler (though using @code{throw} when there is no suitable @code{catch} signals an error that can be handled). @defspec condition-case var protected-form handlers@dots{} This special form establishes the error handlers @var{handlers} around the execution of @var{protected-form}. If @var{protected-form} executes without error, the value it returns becomes the value of the @code{condition-case} form; in this case, the @code{condition-case} has no effect. The @code{condition-case} form makes a difference when an error occurs during @var{protected-form}. Each of the @var{handlers} is a list of the form @code{(@var{conditions} @var{body}@dots{})}. Here @var{conditions} is an error condition name to be handled, or a list of condition names (which can include @code{debug} to allow the debugger to run before the handler). A condition name of @code{t} matches any condition. @var{body} is one or more Lisp expressions to be executed when this handler handles an error. Here are examples of handlers: @example @group (error nil) (arith-error (message "Division by zero")) ((arith-error file-error) (message "Either division by zero or failure to open a file")) @end group @end example Each error that occurs has an @dfn{error symbol} that describes what kind of error it is, and which describes also a list of condition names (@pxref{Error Symbols}). Emacs searches all the active @code{condition-case} forms for a handler that specifies one or more of these condition names; the innermost matching @code{condition-case} handles the error. Within this @code{condition-case}, the first applicable handler handles the error. After executing the body of the handler, the @code{condition-case} returns normally, using the value of the last form in the handler body as the overall value. @cindex error description The argument @var{var} is a variable. @code{condition-case} does not bind this variable when executing the @var{protected-form}, only when it handles an error. At that time, it binds @var{var} locally to an @dfn{error description}, which is a list giving the particulars of the error. The error description has the form @code{(@var{error-symbol} . @var{data})}. The handler can refer to this list to decide what to do. For example, if the error is for failure opening a file, the file name is the second element of @var{data}---the third element of the error description. If @var{var} is @code{nil}, that means no variable is bound. Then the error symbol and associated data are not available to the handler. @cindex rethrow a signal Sometimes it is necessary to re-throw a signal caught by @code{condition-case}, for some outer-level handler to catch. Here's how to do that: @example (signal (car err) (cdr err)) @end example @noindent where @code{err} is the error description variable, the first argument to @code{condition-case} whose error condition you want to re-throw. @xref{Definition of signal}. @end defspec @defun error-message-string error-descriptor This function returns the error message string for a given error descriptor. It is useful if you want to handle an error by printing the usual error message for that error. @xref{Definition of signal}. @end defun @cindex @code{arith-error} example Here is an example of using @code{condition-case} to handle the error that results from dividing by zero. The handler displays the error message (but without a beep), then returns a very large number. @example @group (defun safe-divide (dividend divisor) (condition-case err ;; @r{Protected form.} (/ dividend divisor) @end group @group ;; @r{The handler.} (arith-error ; @r{Condition.} ;; @r{Display the usual message for this error.} (message "%s" (error-message-string err)) 1000000))) @result{} safe-divide @end group @group (safe-divide 5 0) @print{} Arithmetic error: (arith-error) @result{} 1000000 @end group @end example @noindent The handler specifies condition name @code{arith-error} so that it will handle only division-by-zero errors. Other kinds of errors will not be handled (by this @code{condition-case}). Thus: @example @group (safe-divide nil 3) @error{} Wrong type argument: number-or-marker-p, nil @end group @end example Here is a @code{condition-case} that catches all kinds of errors, including those from @code{error}: @example @group (setq baz 34) @result{} 34 @end group @group (condition-case err (if (eq baz 35) t ;; @r{This is a call to the function @code{error}.} (error "Rats! The variable %s was %s, not 35" 'baz baz)) ;; @r{This is the handler; it is not a form.} (error (princ (format "The error was: %s" err)) 2)) @print{} The error was: (error "Rats! The variable baz was 34, not 35") @result{} 2 @end group @end example @defmac ignore-errors body@dots{} This construct executes @var{body}, ignoring any errors that occur during its execution. If the execution is without error, @code{ignore-errors} returns the value of the last form in @var{body}; otherwise, it returns @code{nil}. Here's the example at the beginning of this subsection rewritten using @code{ignore-errors}: @example @group (ignore-errors (delete-file filename)) @end group @end example @end defmac @defmac with-demoted-errors format body@dots{} This macro is like a milder version of @code{ignore-errors}. Rather than suppressing errors altogether, it converts them into messages. It uses the string @var{format} to format the message. @var{format} should contain a single @samp{%}-sequence; e.g., @code{"Error: %S"}. Use @code{with-demoted-errors} around code that is not expected to signal errors, but should be robust if one does occur. Note that this macro uses @code{condition-case-unless-debug} rather than @code{condition-case}. @end defmac @node Error Symbols @subsubsection Error Symbols and Condition Names @cindex error symbol @cindex error name @cindex condition name @cindex user-defined error @kindex error-conditions @kindex define-error When you signal an error, you specify an @dfn{error symbol} to specify the kind of error you have in mind. Each error has one and only one error symbol to categorize it. This is the finest classification of errors defined by the Emacs Lisp language. These narrow classifications are grouped into a hierarchy of wider classes called @dfn{error conditions}, identified by @dfn{condition names}. The narrowest such classes belong to the error symbols themselves: each error symbol is also a condition name. There are also condition names for more extensive classes, up to the condition name @code{error} which takes in all kinds of errors (but not @code{quit}). Thus, each error has one or more condition names: @code{error}, the error symbol if that is distinct from @code{error}, and perhaps some intermediate classifications. @defun define-error name message &optional parent In order for a symbol to be an error symbol, it must be defined with @code{define-error} which takes a parent condition (defaults to @code{error}). This parent defines the conditions that this kind of error belongs to. The transitive set of parents always includes the error symbol itself, and the symbol @code{error}. Because quitting is not considered an error, the set of parents of @code{quit} is just @code{(quit)}. @end defun @cindex peculiar error In addition to its parents, the error symbol has a @var{message} which is a string to be printed when that error is signaled but not handled. If that message is not valid, the error message @samp{peculiar error} is used. @xref{Definition of signal}. Internally, the set of parents is stored in the @code{error-conditions} property of the error symbol and the message is stored in the @code{error-message} property of the error symbol. Here is how we define a new error symbol, @code{new-error}: @example @group (define-error 'new-error "A new error" 'my-own-errors) @end group @end example @noindent This error has several condition names: @code{new-error}, the narrowest classification; @code{my-own-errors}, which we imagine is a wider classification; and all the conditions of @code{my-own-errors} which should include @code{error}, which is the widest of all. The error string should start with a capital letter but it should not end with a period. This is for consistency with the rest of Emacs. Naturally, Emacs will never signal @code{new-error} on its own; only an explicit call to @code{signal} (@pxref{Definition of signal}) in your code can do this: @example @group (signal 'new-error '(x y)) @error{} A new error: x, y @end group @end example This error can be handled through any of its condition names. This example handles @code{new-error} and any other errors in the class @code{my-own-errors}: @example @group (condition-case foo (bar nil t) (my-own-errors nil)) @end group @end example The significant way that errors are classified is by their condition names---the names used to match errors with handlers. An error symbol serves only as a convenient way to specify the intended error message and list of condition names. It would be cumbersome to give @code{signal} a list of condition names rather than one error symbol. By contrast, using only error symbols without condition names would seriously decrease the power of @code{condition-case}. Condition names make it possible to categorize errors at various levels of generality when you write an error handler. Using error symbols alone would eliminate all but the narrowest level of classification. @xref{Standard Errors}, for a list of the main error symbols and their conditions. @node Cleanups @subsection Cleaning Up from Nonlocal Exits @cindex nonlocal exits, cleaning up @cindex forms for cleanup The @code{unwind-protect} construct is essential whenever you temporarily put a data structure in an inconsistent state; it permits you to make the data consistent again in the event of an error or throw. (Another more specific cleanup construct that is used only for changes in buffer contents is the atomic change group; @ref{Atomic Changes}.) @defspec unwind-protect body-form cleanup-forms@dots{} @cindex cleanup forms @cindex protected forms @cindex error cleanup @cindex unwinding @code{unwind-protect} executes @var{body-form} with a guarantee that the @var{cleanup-forms} will be evaluated if control leaves @var{body-form}, no matter how that happens. @var{body-form} may complete normally, or execute a @code{throw} out of the @code{unwind-protect}, or cause an error; in all cases, the @var{cleanup-forms} will be evaluated. If @var{body-form} finishes normally, @code{unwind-protect} returns the value of @var{body-form}, after it evaluates the @var{cleanup-forms}. If @var{body-form} does not finish, @code{unwind-protect} does not return any value in the normal sense. Only @var{body-form} is protected by the @code{unwind-protect}. If any of the @var{cleanup-forms} themselves exits nonlocally (via a @code{throw} or an error), @code{unwind-protect} is @emph{not} guaranteed to evaluate the rest of them. If the failure of one of the @var{cleanup-forms} has the potential to cause trouble, then protect it with another @code{unwind-protect} around that form. The number of currently active @code{unwind-protect} forms counts, together with the number of local variable bindings, against the limit @code{max-specpdl-size} (@pxref{Definition of max-specpdl-size,, Local Variables}). @end defspec For example, here we make an invisible buffer for temporary use, and make sure to kill it before finishing: @example @group (let ((buffer (get-buffer-create " *temp*"))) (with-current-buffer buffer (unwind-protect @var{body-form} (kill-buffer buffer)))) @end group @end example @noindent You might think that we could just as well write @code{(kill-buffer (current-buffer))} and dispense with the variable @code{buffer}. However, the way shown above is safer, if @var{body-form} happens to get an error after switching to a different buffer! (Alternatively, you could write a @code{save-current-buffer} around @var{body-form}, to ensure that the temporary buffer becomes current again in time to kill it.) Emacs includes a standard macro called @code{with-temp-buffer} which expands into more or less the code shown above (@pxref{Definition of with-temp-buffer,, Current Buffer}). Several of the macros defined in this manual use @code{unwind-protect} in this way. @findex ftp-login Here is an actual example derived from an FTP package. It creates a process (@pxref{Processes}) to try to establish a connection to a remote machine. As the function @code{ftp-login} is highly susceptible to numerous problems that the writer of the function cannot anticipate, it is protected with a form that guarantees deletion of the process in the event of failure. Otherwise, Emacs might fill up with useless subprocesses. @example @group (let ((win nil)) (unwind-protect (progn (setq process (ftp-setup-buffer host file)) (if (setq win (ftp-login process host user password)) (message "Logged in") (error "Ftp login failed"))) (or win (and process (delete-process process))))) @end group @end example This example has a small bug: if the user types @kbd{C-g} to quit, and the quit happens immediately after the function @code{ftp-setup-buffer} returns but before the variable @code{process} is set, the process will not be killed. There is no easy way to fix this bug, but at least it is very unlikely.