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Algorithmic game theory (Nisan et al. 2007) uses computational tools to solve game theoretic problems.
We consider two basic potential theoretic problems in Riemannian manifolds: Hodge decompositions and Maxwell's equations.
To model WSNs problems into full information game theoretic problems is an extremely difficult task due to distributed nature of WSNs.
This sum plays a very important role in the study of analytic number theory, many famous number theoretic problems are closely related to it.
These two sums play a very important role in the study of analytic number theory, and many famous number theoretic problems are closely related to them.
His secret weapon was Bezout's Theorem from geometry, which he used to guide him to solutions of very difficult model theoretic problems; for example his theorem that no totally categorical theory can be axiomatised by a finite number of axioms.
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Toth and Vigo (2002) defined CVRP by the following graph theoretic problem.
We consider a fundamental game theoretic problem concerning selfish users contributing packets to an M/M/1 queue.
We consider the edge-partition problem, which is a graph theoretic problem arising in the design of Synchronous Optical Networks.
If \(X\) is a graph theoretic problem its instances will consist of the encodings of finite graphs of the form \(G = \langle V,E \rangle\) where \ V\) is a set of vertices and \(E \subseteq V \times V\) is a set of edges.
The proposed method comprises three main stages: transforming the synthesis problem into a graph theoretic problem; devising the topology possessing special engineering properties corresponding to the system requirements; finding the geometric configuration of that topology that will possess the desired properties.
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