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From: Michael Heerdegen <michael_heerdegen@web.de>
To: help-gnu-emacs@gnu.org
Subject: Re: Cycle Org Shift Select
Date: Tue, 10 Nov 2020 12:10:53 +0100	[thread overview]
Message-ID: <87h7pxeabm.fsf@web.de> (raw)
In-Reply-To: trinity-ab01a762-af17-4aa3-a491-0a47d026977c-1605003441957@3c-app-mailcom-bs07

Christopher Dimech <dimech@gmx.com> writes:

> Many thanks Tomas, have gone though the Elisp Manual yesterday
> and I am getting to understand this list Ouroboros thing. :)

If you want a simple way to think about it starting from a syntax point
of view:

A very simple way to think about the dotted syntax is to start from
regular lists.  You can write

  (elt1 elt2 . rest)

to describe a list of the elements elt1 elt2 (any positive number of
starting elements will do) with the elements in the list `rest'
appended. For example try to eval

  '(x y . ())

or

  '(x y . (z))

(You need the quote "'" because we don't want to evaluate the lists as
an expression.)

Of course the dot syntax is ambiguous, e.g.

  '(x y z)
  '(x . (y z))
  '(x . (y . (z)))
  '(x . (y . (z . ())))

all describe equal three element lists containing the symbols x, y and z.

Then you need to know that the "rest" can be actually anything.  If the
`rest' doesn't describe a regular list, you get a "dotted" list (it will
be printed using the dot syntax).  In the simplest case

  (x . y)

you have a pair, a `cons' cell which is the building block lists are
constructed from in Lisp.  A cons with a list cdr is also a list.

And when `rest' refers to the list itself (possible using the # reader
syntax):

  '#1=(nil t always . #1#)

you get a circular list.

HTH,
Michael.




  reply	other threads:[~2020-11-10 11:10 UTC|newest]

Thread overview: 28+ messages / expand[flat|nested]  mbox.gz  Atom feed  top
2020-11-06 15:23 Cycle Org Shift Select Christopher Dimech
2020-11-09 19:12 ` Noam Postavsky
2020-11-09 20:13   ` Michael Heerdegen
2020-11-09 20:26     ` Noam Postavsky
2020-11-09 20:31       ` Michael Heerdegen
2020-11-09 20:37         ` Noam Postavsky
2020-11-09 21:08           ` Michael Heerdegen
2020-11-09 21:19             ` Noam Postavsky
2020-11-09 20:40     ` Christopher Dimech
2020-11-09 20:42       ` Noam Postavsky
2020-11-09 20:52         ` Christopher Dimech
2020-11-09 20:53           ` Noam Postavsky
2020-11-09 21:20             ` Michael Heerdegen
2020-11-09 21:25               ` Noam Postavsky
2020-11-09 21:36                 ` Michael Heerdegen
2020-11-09 21:45             ` Christopher Dimech
2020-11-09 21:49               ` Noam Postavsky
2020-11-09 21:50               ` Michael Heerdegen
2020-11-09 21:59                 ` Christopher Dimech
2020-11-09 22:49       ` Christopher Dimech
2020-11-10  8:08         ` tomas
2020-11-10 10:17           ` Christopher Dimech
2020-11-10 11:10             ` Michael Heerdegen [this message]
2020-11-10 16:37   ` Drew Adams
2020-11-11 17:09     ` Drew Adams
2020-11-09 20:10 ` Michael Heerdegen
2020-11-09 20:35   ` Christopher Dimech
2020-11-09 21:18     ` Michael Heerdegen

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