Entropic Dynamics (5)

One dimensional cellular automata could be a toy model for Turing String. Energetically, it seems that it is possible to charge a string without divergences, as long as we are willing to accept a different number of dimensions in the small scale world.

Professor Harold V. McIntosh published last year a book on One Dimensional Cellular Automata.

Here one can find the History of this deep concept, together with advances up to the publication date. Prof. McIntosh has chosen to live in Mexico for much of his professional career, educating a number of Mexican scholars, that nowadays occupy positions of responsibility for the development of Scientific Computation.

This work during most of last century could well be the foundation for a Theory of Information in Physics, in the context of Verlinde's proposal. Strings that tell other strings, and surfaces how to curve space, and space as a backdrop telling objects with mass, macrospcopic and microscopic, how to move. The motion will change the programs in the strings, and we can start anew.

What about the Holographic Two Dimensional object?

Like a membrane in living cells, boundaries between "countries", will code the three dimensional information in two dimensional form. On one side of the surface one will see the Information on the other side as Entropy. This Entropy then, together with the Gibbons-Hawking temperature, will produce the Entropic Force we call Gravity.

More to come.

P.S. I should add that I have the privilege of having met this great scientist while working at the Autonomous University of Puebla.
From the back of McIntosh book:
"Unique book by extraordinary scientist"
Prof. Andrew Adamatzky
University of the West of England, Bristol