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- AC_(complexity) abstract "In circuit complexity, AC is a complexity class hierarchy. Each class, ACi, consists of the languages recognized by Boolean circuits with depth and a polynomial number of unlimited fan-in AND and OR gates.The name "AC" was chosen by analogy to NC, with the "A" in the name standing for "alternating" and referring both to the alternation between the AND and OR gates in the circuits and to alternating Turing machines.The smallest AC class is AC0, consisting of constant-depth unlimited fan-in circuits.The total hierarchy of AC classes is defined as".
- AC_(complexity) wikiPageID "7401755".
- AC_(complexity) wikiPageRevisionID "598406179".
- AC_(complexity) hasPhotoCollection AC_(complexity).
- AC_(complexity) subject Category:Circuit_complexity.
- AC_(complexity) subject Category:Complexity_classes.
- AC_(complexity) type Abstraction100002137.
- AC_(complexity) type Class107997703.
- AC_(complexity) type Collection107951464.
- AC_(complexity) type ComplexityClasses.
- AC_(complexity) type Group100031264.
- AC_(complexity) comment "In circuit complexity, AC is a complexity class hierarchy.".
- AC_(complexity) label "AC (Komplexitätsklasse)".
- AC_(complexity) label "AC (complessità)".
- AC_(complexity) label "AC (complexity)".
- AC_(complexity) sameAs AC_(Komplexitätsklasse).
- AC_(complexity) sameAs AC_(complessità).
- AC_(complexity) sameAs m.0260lkd.
- AC_(complexity) sameAs Q182336.
- AC_(complexity) sameAs Q182336.
- AC_(complexity) sameAs AC_(complexity).
- AC_(complexity) wasDerivedFrom AC_(complexity)?oldid=598406179.
- AC_(complexity) isPrimaryTopicOf AC_(complexity).