Universal Turing machine
노트
- A Universal Turing Machine is similar in many respects to a computer which can execute stored programs.[1]
- We want our universal Turing machine to emulate any other Turing machine, even one with a larger tape alphabet.[2]
- I'm looking for a well explained implementation of a universal turing machine, using a binary alphabet.[3]
- (i, x)\) computed by the universal Turing machine \(U\) is called the universal partial computable function.[4]
- This is a very common way to implement the universal Turing machine as it allows for more speed.[5]
- I really like the idea of the Universal Turing Machine.[6]
- A universal Turing machine therefore can perform all the computations for the class of Turing machines.[7]
- I had searched the computational universe for the simplest possible universal Turing machine.[8]
- To test my result, I figured I could code up a Universal Turing Machine in Scheme to help me do my problem set.[9]
- Below is an outline of the universal Turing machine indicating how these basic functions indeed make possible universal computation.[10]
- Hence, it relies for its construction on the universal Turing machine and a hypothetical machine that is able to decide CIRC?[10]
- The theory of computer science is based around universal Turing machines (UTMs): abstract machines able to execute all possible algorithms.[11]
소스
- ↑ Alan Turing’s Universal Computing Machine
- ↑ CSC 4170 Universal Turing Machines I
- ↑ Universal turing machine examples
- ↑ Turing machine
- ↑ simonbreiter/universal-turing-machine: A universal Turing machine (UTM) implementation in Python.
- ↑ The Most Important Idea in Computer Science
- ↑ universal Turing machine
- ↑ The Prize Is Won; The Simplest Universal Turing Machine Is Proved—Stephen Wolfram Writings
- ↑ Universal Turing Machine
- ↑ 10.0 10.1 Turing Machines (Stanford Encyclopedia of Philosophy)
- ↑ Computing exponentially faster: implementing a non-deterministic universal Turing machine using DNA
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- ID : Q2703890