Examples of 'complexity classes' in a sentence
Meaning of "complexity classes"
Complexity classes: In computer science, complexity classes are categories that classify problems according to the level of computational resources required to solve them
How to use "complexity classes" in a sentence
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complexity classes
This is a list of complexity classes in computational complexity theory.
Computational problems are therefore confined into complexity classes.
Many circuit complexity classes are defined in terms of class hierarchies.
This corollary lets us separate various space complexity classes.
Many complexity classes are defined using the concept of a reduction.
A general overview of complexity classes is given.
Complexity classes and reducibilities.
The space complexity classes.
Provides information on the connection between various complexity classes.
Related complexity classes.
Currently the main focus of the program is on algebraic complexity classes.
Computational complexity classes.
The main complexity classes describing interactive proof systems are AM and IP.
Relation to other complexity classes.
Many known complexity classes are suspected to be unequal, but this has not been proved.
See also
The concept of polynomial time leads to several complexity classes in computational complexity theory.
Decision problems fall into sets of comparable complexity, called complexity classes.
Defining complexity classes.
Complete decision problems are used in computational complexity to characterize complexity classes of decision problems.
Some complexity classes.
Diagram by Neil Immerman showing the hierarchy of complexity classes and how they fit together.
The relation between complexity classes P and NP is studied in computational complexity theory.
The W hierarchy is a collection of computational complexity classes.
Several important complexity classes are defined in terms of DSPACE.
See also Relationships between complexity classes.
Several important complexity classes can be defined in terms of NSPACE.
Thus, book embeddings seem intimately connected with the distinction between these two complexity classes.
EXPTIME is one class in a hierarchy of complexity classes with increasingly higher time bounds.
Theorem 3 There is an infinite hierarchy of generic complexity classes.
P is one of the largest complexity classes considered " computationally feasible.
Complexity classes = = Many circuit complexity classes are defined in terms of class hierarchies.
In mathematics, there are several complexity classes for the problems.
Of course, some complexity classes have complicated definitions that do not fit into this framework.
Computer science portal Lutz 's resource bounded measure is a generalisation of Lebesgue measure to complexity classes.
Decision problems are assigned complexity classes ( such as NP ) based on the fastest known algorithms.
Notably, assuming pseudorandom functions exist, these proofs can not separate the complexity classes P and NP.
Several important complexity classes are defined in terms of Boolean circuits, including NC.
Both Las Vegas and Monte Carlo algorithms are considered, and several complexity classes are studied.
For complexity classes larger than P, polynomial-time reductions are commonly used.
Formally, we have, formula 3Larger complexity classes can be defined similarly.
List of complexity classes The Complexity Zoo, A huge list of complexity classes, a reference for experts.
Second, we prove the existence of various new non-empty complexity classes.
For a total computable function f { \ displaystyle f } complexity classes of computable functions can be defined as.
Category, Complexity classes.
Complexity Zoo - list of over 500 complexity classes and their properties.
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