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

A study of elementary particles, Quantum Turing Machines, Quantum Computers, Programming Languages and the implication of Godel's Theorem for physics. It shows that the Standard Model and Superstring Theory can be mapped to Quantum Computers. It shows how computer languages such as C, C++, Java and so on can be written as algebra using raising and lowering operators from physics. It also applies Godel numbers to physics issues and develops Godel numbers for the "space" of physics lagrangians.