RE: Reversible computing

2003-11-12 Thread David Barrett-Lennard
: Thursday, 13 November 2003 9:59 AM To: David Barrett-Lennard Subject: Re: Reversible computing I think the answer to your question is yes (assuming I understand you correctly). Information and probability are closely linked (through algorithmic information theory - AIT for those acronym lists

Re: Reversible computing

2003-11-12 Thread Stephen Paul King
Dear David, Have you read any of the books by Michael C. Mackey on the implications of reversible (invertible) and non-invertible systems? Some, notably Oliver Penrose, have attacked his reasoning, but I find his work to be both insightful and novel and that his detractors are mostly

Re: Reversible computing

2003-11-12 Thread Russell Standish
-Original Message- From: Russell Standish [mailto:[EMAIL PROTECTED] Sent: Thursday, 13 November 2003 9:59 AM To: David Barrett-Lennard Subject: Re: Reversible computing I think the answer to your question is yes (assuming I understand you correctly). Information and probability

RE: Reversible computing

2003-11-12 Thread David Barrett-Lennard
at different sites and yet achieve convergence. I guess itÂ’s unlikely that this has relevance to physics. - David -Original Message- From: Stephen Paul King [mailto:[EMAIL PROTECTED] Sent: Thursday, 13 November 2003 10:14 AM To: [EMAIL PROTECTED] Subject: Re: Reversible computing Dear David