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An efficient resource allocation algorithm based on vertex coloring to mitigate interference among coexisting WBANs

机译:一种基于顶点着色的有效资源分配算法,可减轻共存WBAN之间的干扰

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Interference among adjacent or overlapping Wireless Body Area Networks (WBAN) can cause serious performance degradation and energy wastage. This paper proposes a new resource allocation algorithm based on vertex coloring to provide performance efficiency and reliability in coexisting WBANs. Interference among coexisting WBANs is modeled as an m-vertex graph G; where a vertex represents a WBAN and an edge represents interference between the two adjacent WBANs. Reliability is achieved by allocating different resources (time slots) to any two adjacent WBANs. Allocating non-overlapping time intervals to adjacent WBANs avoids interference. We prove that by using the proposed algorithm, the amount of resource obtained by each vertex is always more than the amount given by (Delta(G) + 1)-coloring and sometimes even more than the amount given by chi(G)-coloring, where Delta(G) is the maximum vertex degree and chi(G) is the chromatic number of graph G. Moreover, it is demonstrated using game theoretic principles that while selfish vertices obtain unequal amount of resources, they have no motivation to disobey the rules of our proposed algorithm. The number of time slots required to allocate resource to G is O(Delta(2)(G)) and at most m. The number of transmitted messages by each vertex for resource allocation is at most one. The theoretical analysis is confirmed by extensive OPNET simulations. (C) 2019 Elsevier B.V. All rights reserved.
机译:相邻或重叠的无线人体局域网(WBAN)之间的干扰会导致严重的性能下降和能量浪费。本文提出了一种基于顶点着色的新资源分配算法,以在共存WBAN中提供性能效率和可靠性。共存的WBAN之间的干扰被建模为m顶点图G;其中顶点表示WBAN,边缘表示两个相邻WBAN之间的干扰。通过为任意两个相邻的WBAN分配不同的资源(时隙)来实现可靠性。将不重叠的时间间隔分配给相邻的WBAN可以避免干扰。我们证明通过使用所提出的算法,每个顶点获得的资源数量总是大于(Delta(G)+1)着色给出的数量,有时甚至超过chi(G)着色给出的数量。 ,其中Delta(G)是最大顶点度,chi(G)是图G的色数。此外,使用博弈论原理证明,自私的顶点获得的资源数量不等,但它们没有动机违背我们提出的算法的规则。向G分配资源所需的时隙数为O(Delta(2)(G)),最多为m。每个顶点发送的用于资源分配的消息数最多为1。理论分析被广泛的OPNET仿真所证实。 (C)2019 Elsevier B.V.保留所有权利。

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