Matches in DBpedia 2014 for { ?s ?p In computational complexity theory and computability theory, a counting problem is a type of computational problem. If R is a search problem then is the corresponding counting function anddenotes the corresponding counting problem. Note that cR is a search problem while #R is a decision problem, however cR can be C Cook reduced to #R (for appropriate C) using a binary search (the reason #R is defined the way it is, rather than being the graph of cR, is to make this binary search possible).. }
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- Counting_problem_(complexity) abstract "In computational complexity theory and computability theory, a counting problem is a type of computational problem. If R is a search problem then is the corresponding counting function anddenotes the corresponding counting problem. Note that cR is a search problem while #R is a decision problem, however cR can be C Cook reduced to #R (for appropriate C) using a binary search (the reason #R is defined the way it is, rather than being the graph of cR, is to make this binary search possible).".
- Counting_problem_(complexity) comment "In computational complexity theory and computability theory, a counting problem is a type of computational problem. If R is a search problem then is the corresponding counting function anddenotes the corresponding counting problem. Note that cR is a search problem while #R is a decision problem, however cR can be C Cook reduced to #R (for appropriate C) using a binary search (the reason #R is defined the way it is, rather than being the graph of cR, is to make this binary search possible).".