oracle machines造句
例句与造句
- They said software would have to be rewritten for Oracle machines.
- Some analysts said the odds against the Oracle machine coming to market are long.
- Oracle machines are impractical to construct but useful in theory for determining which proof techniques will be effective.
- No oracle machine is capable of solving its own halting problem ( a variation of Turing's proof applies ).
- In computability theory, an "'oracle machine "'is an abstract machine used to study decision problems.
- It's difficult to find oracle machines in a sentence. 用oracle machines造句挺难的
- Thus an oracle machine with a noncomputable oracle will be able to compute sets that a Turing machine without an oracle cannot.
- The oracle machine may only ask questions of the form " Is " n " in the oracle set ? ".
- This oracle machine halts on precisely the set of natural numbers satisfying \ varphi ( n ), and thus enumerates its corresponding set.
- In computational complexity theory, techniques like relativization ( see oracle machine ) provide " weak " proofs of impossibility excluding certain proof techniques.
- However, not all machines conceivable to human imagination are subject to the Church Turing thesis ( e . g . oracle machines ).
- The first formal definition of relative computability, then called relative reducibility, was given by Alan Turing in 1939 in terms of oracle machines.
- Since this time Fortnow has continued to publish on a variety of topics in the field of computational complexity including derandomization, sparse languages, and oracle machines.
- In the paper composed by Goldreich and Ostrovsky have theorem to oblivious RAM : Let denote a RAM with m memory locations and access to a random oracle machine.
- More generally, there is no oracle machines with oracle to some problem that can determine in general whether a machine with an oracle to the same problem will halt.
- Moreover, the result continues to hold if the output probability is any positive number, and the probability of an oracle machine inquiry yielding 1 is any computable real number.
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