Exemplos de uso de Complexity class em Inglês e suas traduções para o Português
{-}
-
Colloquial
-
Official
-
Medicine
-
Financial
-
Ecclesiastic
-
Ecclesiastic
-
Computer
-
Official/political
This complexity class is known as DTIMEfn.
The problem can be of any complexity class.
The complexity class was defined by Gill in 1977.
In computational complexity theory,co-NP is a complexity class.
The complexity class PCP is defined as PCP1,½O(log"n"), O1.
This motivates the concept of a problem being hard for a complexity class.
The complexity class of all sparse languages is called SPARSE.
Therefore, the appropriate notion of reduction depends on the complexity class being studied.
The complexity class NP may be viewed as a very simple proof system.
Even more, MA is contained in subclass SP 2, a complexity class expressing"symmetric alternation.
The complexity class of all such languages is sometimes called TALLY.
A distributional problem(L, D)is in the complexity class distNP if L is in NP and D is P-computable.
The complexity class co-RP is similarly defined, except that NO is always right and YES might be wrong.
Let us assume that Hf is in this time complexity class, and we will attempt to reach a contradiction.
The complexity class AM is the set of problems that can be decided in polynomial time, with k queries and responses.
In this sense, this promise problem belongs to the complexity class UP which is usually only defined for languages.
PPP is a complexity class, standing for"Polynomial Pigeonhole Principle.
Here, p-measure is a generalization of Lebesgue measure to subsets of the complexity class E, in which P is contained.
PLS, another complexity class, captures the complexity of finding local optima in an implicit graph.
Problems which admit exponential time algorithms on a deterministic Turing machine form the complexity class known as EXP.
The set of all such problems is the complexity class SUBEXP which can be defined in terms of DTIME as follows.
The complexity class AM(or AM) is the set of decision problems that can be decided in polynomial time by an Arthur-Merlin protocol with two messages.
In computational complexity theory, the complexity class containing all recursively enumerable sets is RE.
Formally, the complexity class MA is the set of decision problems that can be decided in polynomial time by an Arthur-Merlin protocol where Merlin's only move precedes any computation by Arthur.
Any proper complexity function can be used to define a complexity class, but only certain classes are useful to study.
When studying the complexity class NP and harder classes such as the polynomial hierarchy, polynomial-time reductions are used.
In computer science, PPAD("Polynomial Parity Arguments on Directed graphs")is a complexity class introduced by Christos Papadimitriou in 1994.
The closure of any complexity class under Turing reductions is a superset of that class which is closed under complement.
In computational complexity theory, CC(Comparator Circuits)is the complexity class containing decision problems which can be solved by comparator circuits of polynomial size.
DLOGTIME is the complexity class of all computational problems solvable in a logarithmic amount of computation time on a deterministic Turing machine.