Editorial Reviews
Book Description
This book has a NEW EXPANDED EDITION with ISBN number 0-9746958-4-X. The new edition is entitled, "The Metatheory of Physics Theories, And the Theory of Everything as a Quantum Computer Language" with three new chapters on the Metatheory of Physics and some typo corrections. The reader is strongly recommended to obtain the new edition on the new edition's web page!
Description of OLD Edition (this web page): This breakthrough book establishes deep connections between elementary particle theories such as the Standard Model and Superstring theories, and computer languages such as Assembly language, C, and C++ suitably extended. It also proves, for the first time, that the universe must be quantum in nature based on Godel's celebrated theorem (that there are statements in any non-trivial mathematical deductive system that cannot be proved or disproved.) Therefore all attempts at building a deterministic fundamental theory of physics (such as Bohm's theory) are unacceptable.
Some of the New Results described in this book are:
It proves that Gödel's Theorem implies that the ultimate theory of Nature must be a quantum theory. It cannot be deterministic. This proof may be regarded as the first result of a meta-physics that describes the nature and limitations of physical theories just as metamathematics describes the nature and limitations of mathematical deductive systems.
The definition of quantum and classical probabilistic, non-deterministic Chomsky-like grammars. There appear to be two general types of probabilistic, non-deterministic grammars.
A map between Quantum Grammars and the elementary particle Standard Model. Particles form the alphabet; Lagrangian interaction terms define quantum probabilistic production rules.
A map between Quantum Computers and Superstring Theories. Inductively deduces a SuperString formalism from a polycephalic Quantum Computer formalism with the processor and memory forming the Fermion sector and the tape heads forming the boson sector.
A map between Gödel numbers and the "space" of elementary particle Lagrangians is developed.
A quantum computer formulation of Assembly language and the C language capable of extension to other computer languages such as C++, Java and Pascal.
A suggestion that quark confinement might be the result of quarks being non-terminal symbols in quantum Turing Machine implementations of elementary particle theories.
From the Publisher
This book has been superceded by a new edition: "The Metatheory of Physics Theories ..." The new edition has a comprehensive treatment of Goedel numbers in relation to fundamental physics theories as well as Goedel's Theorem. The book is available on Amazon.
The Equivalence of Elementary Particle Theories and Computer Languages: Quantum Computers, Turing Machines, Standard Model, Superstring Theory, and a Proof that Godel's Theorem Implies Nature Must Be Quantum
The Equivalence of Elementary Particle Theories and Computer Languages: Quantum Computers, Turing Machines, Standard Model, Superstring Theory, and a Proof that Godel's Theorem Implies Nature Must Be Quantum,Stephen Blaha,Pingree-Hill Publishing,0974695823,Computer Science,Logic,Physics,Science,Science/Mathematics,General Theory of Computing
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