arithmetic hierarchy造句
造句与例句
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- For finite, these sets are closely related to the arithmetic hierarchy.
- So far down in the arithmetic hierarchy, and that goes for any recursively axiomatized ( countable, consistent ) theories.
- This classic proof is a very early, original application of the arithmetic hierarchy theory to a general-logical problem.
- Note that we can also define the arithmetic hierarchy of subsets of the Cantor and Baire spaces relative to some set of integers.
- Note that while both the elements of the Cantor space ( regarded as sets of integers ) and subsets of the Cantor space are classified in arithmetic hierarchies, these are not the same hierarchy.
- It's difficult to see arithmetic hierarchy in a sentence. 用arithmetic hierarchy造句挺难的
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