turing reduction造句
例句与造句
- There is a Turing reduction from every problem to its complement problem.
- Another type of reduction is polynomial-time Turing reduction.
- Many-one reductions are a special case and stronger form of Turing reductions.
- This kind of reduction corresponds to Turing reduction.
- According to the Church Turing thesis, a Turing reduction is the most general form of an effectively calculable reduction.
- It's difficult to find turing reduction in a sentence. 用turing reduction造句挺难的
- The closure of any complexity class under Turing reductions is a superset of that class which is closed under complement.
- The second way to produce a stronger reducibility notion is to limit the computational resources that the program implementing the Turing reduction may use.
- Because there are Turing reductions from every problem to its complement, any class which is closed under Turing reductions is closed under complement.
- Because there are Turing reductions from every problem to its complement, any class which is closed under Turing reductions is closed under complement.
- These reductions are stronger in the sense that they provide a finer distinction into equivalence classes, and satisfy more restrictive requirements than Turing reductions.
- Equivalently, a weak truth-table reduction is a Turing reduction for which the use of the reduction is bounded by a computable function.
- There may be no way to build a many-one reduction from one set to another even when a Turing reduction for the same sets exists.
- It therefore suffices to show that if limit computability is preserved by Turing reduction, as this will show that all sets computable from 0'are limit computable.
- Suppose that Y ( z ) = \ phi ^ { X } ( z ) for some Turing reduction \ phi and define a computable function Y _ s as follows
- There is a randomized poly-time reduction of NP to UP, hence you can consider Sudoku solving to be " NP-complete " by randomized poly-time Turing reductions.
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