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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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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.
These systems comprise a wide range of formal calculi from syntactic specifications of programming languages and context-free grammars to Markov algorithms; even some number theoretic problems may be viewed as special instances of questions about TRSs.
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