Slightly off-topic, but also a little on-topic, your post reminded me of a 
slightly old article
http://www.wired.com/2015/05/will-computers-redefine-roots-math/
about the use of coq, and other proof helpers, by mathematicians. It seems 
computer aided proofs are going to become more important. 

Obviously these systems are completely different to J, but I find it 
interesting how computer languages, systems are becoming more and more used. I 
remember years back there was a furore about the 4-color theorem proof needing 
a computer to "assist". Kind of seems quaint now. 

--------------------------------------------
On Wed, 4/13/16, R.E. Boss <[email protected]> wrote:

 Subject: Re: [Jchat] Computationally Assisted Mathematical     Discovery       
and     Experimental Mathematics
 To: "[email protected]" <[email protected]>
 Date: Wednesday, April 13, 2016, 1:45 AM
 
 > From: Chat
 [mailto:[email protected]]
 On Behalf Of Dan
 > Bron
 > Sent: dinsdag 12 april 2016 15:47
  
 > One of the most
 memorable and enjoyable examples (for me, anyway) of
 > using J for this kind of work was your
 (REB’s) exploration of Grey Codes a few
 > years back.  I distinctly remember
 writing a Grey Code function I thought
 >
 must be close to the limit in performance, because it used
 bitwise functions,
 > and was about as
 close as you could come to writing a C or assembler Grey
 > Code program without actually leaving J
 proper.
 > 
 > But then
 you went and beat me anyway.  By a not insignificant
 margin.
 
 This I remember
 distinctly as well. :-)
 (see also http://code.jsoftware.com/wiki/Puzzles/Gray_Code
 from which I learned it was Dec 2006)
 That was because of mine (I think) superior
 representation of the (binary reflected) Gray(!) code,
 completely inspired by J, a notation which I'm still
 struggling to sell to the mathematical/computer-scientist
 world.
 I wrote about it also in 
http://journalofj.com/index.php/vol-4-no-2-december-2015
 (but I never see an announcement when a new number is
 released).
 Next time I will reveal the
 hyper-orthogonal Hilbert curves.
 
 
 R.E. Boss
 
 ----------------------------------------------------------------------
 For information about J forums see http://www.jsoftware.com/forums.htm
----------------------------------------------------------------------
For information about J forums see http://www.jsoftware.com/forums.htm

Reply via email to