Examples of using Computational complexity in English and their translations into Greek
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Edit Computational complexity.
Which results in reduced computational complexity.
Computational Complexity in Biology.
Algorithms and Computational Complexity.
Computational complexity and complexity classes.
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Introduction to computational complexity.
Computational complexity and information asymmetry in financial products.
This method has high computational complexity.
Computational complexity prevents them from reaching real-time performance.
This reduction does not respect computational complexity.
The field of computational complexity categorizes decidable decision problems by how difficult they are to solve.
The geometrical construct of that game has applications in Computational Complexity Theory.
In the 18th and 19th centuries, computational complexity was limited to manual calculations.
In computational complexity theory and computability theory, a counting problem is a type of computational problem.
The set of all recursive functions is known as R in computational complexity theory.
Goldwasser's research areas include computational complexity theory, cryptography and computational number theory.
Khot's unexpected andoriginal contributions are providing critical insight into unresolved problems in the field of computational complexity.
In the 18th and 19th centuries, computational complexity was limited to manual calculations.
In computational complexity theory, the problem of determining the complexity of a computable function is known as a function problem.
The fields of feasible computability and computational complexity study functions that can be computed efficiently.
Objective The course aims at introducing and analyzing computational models that constitute the foundation of the modern Theories of Algorithms and Computational Complexity.
The Blum axioms can be used to define an abstract computational complexity theory on the set of computable functions.
The field of computational complexity studies functions with prescribed bounds on the time and/or space allowed in a successful computation.
Enderton also contributed to recursion theory, the theory of definability,models of analysis, computational complexity, and the history of logic.[2].
This is surprising because the computational complexity of model checking in CTL* is not worse than that of LTL: they both lie in PSPACE.
The International Mathematical Association stresses that Mr. Daskalakis is awarded because he“shaped our understanding of computational complexity in fundamental problems” related to mathematics and economics.
The complementary field of computational complexity attempts to explain why certain computational problems are intractable for computers.
Assessment of the advantages and disadvantages of the Method of Auxiliary Sources in comparison with standard methods,with emphasis to the computational complexity and the optimization of its characteristic parameters.
In computational complexity theory and computability theory, a search problem is a type of computational problem represented by a binary relation.
Daskalakis was honored by the International Mathematical Union(IMU)for“transforming our understanding of the computational complexity of fundamental problems in markets, auctions, equilibria, and other economic structures.