turing machine造句
1 The universal Turing machine is a universal mimic.
2 There is no computable means of deciding which Turing machines will get stuck in this way.
3 This gives us some idea of what Turing machines can do at a very basic level.
4 Neither the input nor the output of a Turing machine can, strictly speaking,[www.] be an infinite decimal.
5 Since the Turing machines are countable, it must certainly be the case that the computable real numbers are countable.
6 Later, this model is called as the Turing machine.
7 Emulates a Turing Machine complete source code can be used directly.
8 In other words, the system and the universal Turing machine can emulate each other.
9 In 1982 Richard Feynman suggested that the venerable Turing machine might not be as powerful as people thought.
10 This paper discusses how to simulate Turing machine by Petri net from the viewpointof information transformation.
11 To see how this works we first need a systematic way of numbering Turing machines.
12 In a similar way it is possible to phrase many other unsolved mathematical problems in terms of the Turing machine halting problem.
13 Can we arrange that all the necessary operations of Turing machines can be carried out using just arithmetic?
14 That is, they are capable of computation in the same manner as a universal Turing machine.
15 Computability theory examines the limitations of various theoretical models of the computer, including the most powerful known model – the Turing machine.
16 Often considered to be the father of modern computer science, Turing provided an influential formalisation of the concept of the algorithm and computation with the Turing machine.
17 There are many states and complex function _ δ _ on conventional solving methods of Turing Machine.
18 Moreover, Wolfram, and Matthew Cook have proven that rule 110 is computationally equivalent to a universal Turing machine.
19 That is, you can use rule 110 to compute any function that a universal Turing machine can compute.
20 They gave the formal definition of Turing reduction in terms of oracle Turing machine ( OTM ).