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* bug#15626: calc prime test fails for numbers > 8 million
@ 2013-10-16  0:32 Glenn Morris
  2013-10-17  3:39 ` Jay Belanger
  0 siblings, 1 reply; 2+ messages in thread
From: Glenn Morris @ 2013-10-16  0:32 UTC (permalink / raw)
  To: 15626

Package: emacs
Version: 24.3

On x86_64 GNU/Linux:

emacs -Q -f calc
8000000 RET
k p
  -> Wrong type argument: listp, 8000000

Any number >= 8000000 (but < math-small-integer-size) fails in this way.

The problem is the

  (% (nth 1 n) 2) 0)

of math-prime-test, which still expects numbers larger than 8000000 to
be in (bigpos ... ) list format, but the limit is much greater than that
these days.

The calc manual is likewise outdated:

  19.5.7.1 Data Type Formats
  [...]
  Large integers are stored as lists of the form `(bigpos D0 D1 D2 ...)'
  for positive integers 1000000 or more,

(First reported at
http://bugs.debian.org/cgi-bin/bugreport.cgi?bug=679753 )





^ permalink raw reply	[flat|nested] 2+ messages in thread

* bug#15626: calc prime test fails for numbers > 8 million
  2013-10-16  0:32 bug#15626: calc prime test fails for numbers > 8 million Glenn Morris
@ 2013-10-17  3:39 ` Jay Belanger
  0 siblings, 0 replies; 2+ messages in thread
From: Jay Belanger @ 2013-10-17  3:39 UTC (permalink / raw)
  To: 15626-done


> On x86_64 GNU/Linux:
>
> emacs -Q -f calc
> 8000000 RET
> k p
>   -> Wrong type argument: listp, 8000000
>
> Any number >= 8000000 (but < math-small-integer-size) fails in this way.
>
> The problem is the
>
>   (% (nth 1 n) 2) 0)
>
> of math-prime-test, which still expects numbers larger than 8000000 to
> be in (bigpos ... ) list format, but the limit is much greater than that
> these days.
>
> The calc manual is likewise outdated:

Thanks; this has been fixed in bzr.
(I should increase the size of math-primes-table when I get the chance,
too.)

> (First reported at
> http://bugs.debian.org/cgi-bin/bugreport.cgi?bug=679753 )

Ack; I never saw this.





^ permalink raw reply	[flat|nested] 2+ messages in thread

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2013-10-16  0:32 bug#15626: calc prime test fails for numbers > 8 million Glenn Morris
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