I have some comments on EPI in my book Theory of Nothing, in
connection with how it fits into an ensemble theory everything.

You can download a copy from my website.

EPI is one of those brilliant ideas that must be piece of the puzzle,
yet nobody really quite knows what to make of it. Possibly because so
anti the "Aristotelian paradigm", as Bruno Marchal would call it.

Cheers

On Tue, Mar 01, 2016 at 07:29:19PM -0800, Dan wrote:
> Also- minimization of Fisher information is one shockingly effective 
> approach to statistic inference of models for complex natural phenomena 
> (e.g., ones involving multiple evolving interacting agents). When you don't 
> know the true probability distribution of values for some natural process, 
> the probability distribution which is most likely to be accurate is the one 
> which minimizes Fisher information when constrained by the variance of the 
> samples you have observed. In other words, complex natural phenomena 
> operate as if they were intentionally trying to minimize our ability to 
> symbolically reduce them. This is, I think, is just a restatement 
> of Gödel's incompleteness theorems.
> 
> On Tuesday, March 1, 2016 at 10:13:51 PM UTC-5, Dan wrote:
> >
> > "ELUDING THE DEMON – HOW EXTREME PHYSICAL INFORMATION APPLIES. TO 
> > SEMIOSIS AND COMMUNICATION"
> > https://www.youtube.com/watch?v=zBX26OD0dXw
> >
> > Has this work by Roy Frieden and Vinicius Romanini been reviewed here 
> > already?
> >
> > Also wanted to share the interview for forthcoming video game "No Man's 
> > Sky" below for two reasons: 1) self-similarity and recursion produced via 
> > compact program such as Lindenmayer system (procedural generation) appear 
> > to cause so much apparent diversity and complexity, and 2) it reveals 
> > importance of Fisher information for understanding our universe in the 
> > following way: the world is only rendered dynamically for a player when 
> > there is a player to observe. Without an observer, there is no transfer of 
> > information. Frieden's EPI variational principles reveal that the process 
> > of information transfer itself can be used to derive solutions to 
> > Euler–Lagrange 
> > equations such as all scientific laws in physics as well as social sciences.
> >
> > https://www.youtube.com/watch?v=h-kifCYToAU
> >
> > One other fascinating video! Evolving cellular automata using genetic 
> > algorithms reveals that information transfers from generation to generation 
> > to acheive global coordination/computation in the form of "particle 
> > physics."
> > https://youtu.be/hdRTcrTYfiQ?list=PLF0b3ThojznRyDQlitfUTzXEXwLNNE-mI
> >
> 
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Economics, Kingston University         http://www.hpcoders.com.au
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