Examples of using Turing machine in English and their translations into Korean
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Programming
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Computer
Turing Machine.
Quantum Turing machine.
Turing Machine.
Alternating turing machine.
Turing Machine.
Multitape Turing Machine.
A Turing Machine in Paris in May 2016.
Probabilistic Turing Machine.
A Turing machine is a computer.
Nondeterministic Turing machine.
Turing machine(limits of computability).
Some probabilistic Turing machine.
The Turing machine could write a symbol on the tape, or delete a symbol from the tape.
Is the human mind a Turing machine?
The Turing machine does not fit well in today's UI development because in most cases we have a finite number of states.
Simple model now called a Turing machine.
The languages that are accepted by a Turing machine are exactly those that are generated by formal grammars.
He had proved in his 1936 paper that a universal Turing machine existed.
In other words, one could program a Turing machine to produce Watson-Crick complementary strings, factor numbers, play chess and so on.
I am looking forward to more on the Turing machine concept.
A Turing machine has no understanding, no consciousness, no intuitions- in short, nothing we would recognise as a mental life.
He readily decided to make a DNA computer similar to a Turing machine with an enzyme replacing the finite control.
The functions that can be computed in the lambda calculus are exactly those that can be computed by a Turing machine.
This was the year that Shannon published a paper showing that a universal Turing machine may be constructed with only two states.
It is impossible to decide(using another Turing machine) whether a Turing machine with a given table of instructions will output an infinite sequence of numbers.
Given these definitions, those machines have the same power as a Turing machine for accepting languages.
Any algorithm with these two properties can be converted to a polynomial time algorithm by replacing the arithmetic operations by suitable algorithms for performing the arithmetic operations on a Turing machine.
With co-workers L Blum and M Shub, he has developed a model of computation which includes both the Turing machine approach and the numerical methods of numerical analysis.
Undecidability involves the halting problem for Turing machines and in 1991, when Robinson was aged 80,he published Minsky's small universal Turing machine which describes a universal Turing machine with 4 symbols and 7 states.
Through its use of"Smart Data" automata, the Thought network will create a global Universal Turing Machine.