2010Microcomputer InformationRequires access

A Coding Method Universal Turing Machine

Liu Guang-zhi

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Abstract

In order to simulate the all Turing machine with universal Turing machine, a method to encode the universal Turing machine based-on 0 and 1 is presented in this paper. In the first, we use the string of 0 and 1 to denote the Turing machine, secondly, encode the all symbols except the blank symbol with 0 and 1 and encode the state transfer function of Turing machine with 0 and 1. In fact, universal Turing just changes the express method of symbols and state transfer functions of Turing machine. Using the presented method, we can easily simulate the all Turing machine with universal Turing machine.

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What this paper is about

In order to simulate the all Turing machine with universal Turing machine, a method to encode the universal Turing machine based-on 0 and 1 is presented in this paper. In the first, we use the string of 0 and 1 to denote the Turing machine, secondly, encode the all symbols except the blank symbol with 0 and 1 and encode the state transfer function of Turing machine with 0 and 1. In fact, universal Turing just changes the express method of symbols and state transfer functions of Turing machine. Using the presented method, we can easily simulate the all Turing machine with universal Turing machine.

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Available abstract

In order to simulate the all Turing machine with universal Turing machine, a method to encode the universal Turing machine based-on 0 and 1 is presented in this paper. In the first, we use the string of 0 and 1 to denote the Turing machine, secondly, encode the all symbols except the blank symbol with 0 and 1 and encode the state transfer function of Turing machine with 0 and 1. In fact, universal Turing just changes the express method of symbols and state transfer functions of Turing machine. Using the presented method, we can easily simulate the all Turing machine with universal Turing machine.

Key concepts: Universal Turing machine, Turing machine examples, Turing machine, Super-recursive algorithm, Description number, Non-deterministic Turing machine, Computer science, Probabilistic Turing machine

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