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...are terminal symbols. This type of grammar was motivated by accessibility problems in the field [[computer security]].<ref name="accessibility=">{{cite confer |chapter=On the decidability of accessibility problems (extended abstract) ...

...arithmic time hierarchy''' ('''LH''') is the [[complexity class]] of all [[computational problem]]s solvable in a [[Logarithmic growth|logarithmic]] amount of [[com ...

...ents, in [[polynomial time]]. This is of importance for many problems in [[computational geometry]], since the computation of the [[Euclidean distance]] between two [[Category:Computational problems]] ...

...tion between [[Graph (discrete mathematics)|graph]] [[reachability]] and [[Computational complexity theory#Complexity classes|complexity classes]].{{fact|date=May 2 ...there is an edge from one configuration to another if it corresponds to a computational step of the model.{{fact|date=May 2016}} ...

...t complexity|non-uniform]] analogue of the class [[NP (complexity)|NP]] of problems solvable in [[polynomial time]] by a [[non-deterministic Turing machine]]. NP/poly is defined as the class of problems solvable in polynomial time by a non-deterministic Turing machine that has ...

...ath>F</math> is the [[perturbation function]] relating the primal and dual problems and <math>F^{**}</math> is the [[convex conjugate|biconjugate]] of <math>F< == Strong duality and computational complexity == ...

* A computational domain is chosen. Typically this is a band around the surface. * Solution is initialized by extending the initial surface data on to the computational domain using the closest point function. ...

==Computational complexity== ...le=Generating All Vertices of a Polyhedron Is Hard |journal=[[Discrete and Computational Geometry]] |volume=39 |number=1–3 |date=March 2008 |pages=174–190 |doi= 10. ...

{{Short description|Computational fluid dynamics algorithm}} In [[computational fluid dynamics]] (CFD), the '''SIMPLE algorithm''' is a widely used [[numer ...

'''[[BQP]]''' is a computational complexity class that represents problems that are easy to solve for quantum computers. ...

...://jocg.org/index.php/jocg/about/editorialTeam Editorial Team], Journal of Computational Geometry. Retrieved 2024-01-31.</ref> ...co-chair of the [[Association for Computing Machinery|ACM]] [[Symposium on Computational Geometry]]. ...

...ao Graph and its Applications| journal =[[Computational Geometry (journal)|Computational Geometry]]| volume =77| pages = 10–26 | year = 2019| doi = 10.1016/j.comge [[Category:Computational geometry]] ...

In [[computational geometry]], the '''Yao graph''', named after [[Andrew Yao]], is a kind of [ ...constructing minimum spanning trees in ''k''-dimensional space and related problems|journal=[[SIAM Journal on Computing]]|volume=11|year=1982|pages=721–736|iss ...

...dy compressible flow, but it has been adapted successfully to steady-state problems. *[[Computational fluid dynamics]] ...

* [http://unsolvedproblems.org/ Unsolved Problems in Number Theory, Logic and Cryptography] ...urke/TOPP/ The Open Problems Project], discrete and computational geometry problems ...

...on the solution of infinite domain, thin-walled structures, and [[inverse problems]]. ...n found very competitive to some application areas such as infinite domain problems. ...

'''Toda's theorem''' is a result in [[computational complexity theory]] that was proven by [[Seinosuke Toda]] in his paper "PP ...rect more than half the time. The class P^#P consists of all the problems that can be solved in polynomial time if you have access to instantaneous a ...

...''1-vs-2 cycles conjecture''' or '''2-cycle conjecture''' is an unproven [[computational hardness assumption]] asserting that solving the 1-vs-2 cycles problem in t ...l complexity class [[NC (complexity)|NC¹]] does not contain all problems in [[polynomial time]], which would be a significant advance on current kno ...

{{short description|Function used in computational complexity theory}} In [[computational complexity theory]], a '''pseudo-polynomial transformation''' is a function ...

Some important problems about two-variable logic, such as [[satisfiability (logics)|satisfiability] ...onal complexity theory|computational complexity]] for their satisfiability problems. ...