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- Low_(complexity) abstract "In computational complexity theory, a complexity class B is said to be low for a complexity class A if AB = A; that is, A with an oracle for B is equal to A. Such a statement implies that an abstract machine which solves problems in A achieves no additional power if it is given the ability to solve problems in B at unit cost. In particular, this means that if B is low for A then B is contained in A. Informally, lowness means that problems in B are not only solvable by machines which can solve problems in A, but are "easy to solve." An A machine can simulate many oracle queries to B without exceeding its resource bounds. Results and relationships that establish one class as low for another are often called lowness results.".
- Low_(complexity) wikiPageID "2006468".
- Low_(complexity) wikiPageRevisionID "590581519".
- Low_(complexity) hasPhotoCollection Low_(complexity).
- Low_(complexity) subject Category:Computational_complexity_theory.
- Low_(complexity) comment "In computational complexity theory, a complexity class B is said to be low for a complexity class A if AB = A; that is, A with an oracle for B is equal to A. Such a statement implies that an abstract machine which solves problems in A achieves no additional power if it is given the ability to solve problems in B at unit cost. In particular, this means that if B is low for A then B is contained in A.".
- Low_(complexity) label "Low (complexity)".
- Low_(complexity) sameAs m.06djsn.
- Low_(complexity) sameAs Q6692803.
- Low_(complexity) sameAs Q6692803.
- Low_(complexity) wasDerivedFrom Low_(complexity)?oldid=590581519.
- Low_(complexity) isPrimaryTopicOf Low_(complexity).