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An Efficient Constructive Approximation Approach to Design A K-Connected Network Topology

机译:一种设计K连接网络拓扑的有效建设性近似方法

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The purpose of designing an optimal and fault tolerant communication network is to achieve a precise performance without any disruption at a minimal cost. A network is said to be k-link fault tolerant (nodes are assumed reliable) if it is able to maintain connectivity in the presence of failures in any set of arbitrarily k links simultaneously. . Communication network topology design cost depends on the number of the links used to design a desired fault tolerant communication network and is equal to the sum of the cost of all required links. The main objective of a fault tolerant network design approach is therefore to select the minimum number of low cost links while satisfying the pre-specified fault tolerance/ connectivity. It has also been proved that designing a minimum cost communication network topology under the connectivity constraint is a NP hard problem. Several constructive approximation algorithms have been proposed to design a fault tolerant network topology. But the existing algorithms are not so much effective for selecting minimum number of low cost links to design a computer network topology. In this paper, we have proposed an efficient constructive approximation approach for designing a k-connected network which is survivable in the presence of k-1 links failures in the network. The design cost and number of links required to design such network using proposed approach is less than the existing approaches. Effectiveness of proposed approach is also checked using various examples.
机译:设计最佳和容错通信网络的目的是实现精确的性能而没有以最小的成本中断。如果能够同时在任何一组任意k链路中存在故障在发生故障的情况下能够保持连接,则据说网络是K-Link容错容错(假设可靠)。 。通信网络拓扑设计成本取决于用于设计所需容错通信网络的链路的数量,等于所有必需链路的成本总和。因此,容错网络设计方法的主要目的是选择最小数量的低成本链路,同时满足预先指定的容错/连接。还有证明,在连接约束下设计最小成本通信网络拓扑是NP难题。已经提出了几种建设性近似算法来设计容错网络拓扑。但是现有算法并不是有效地选择最小数量的低成本链接以设计计算机网络拓扑。在本文中,我们提出了一种有效的建设性近似方法,用于设计K-Connection网络,该网络在网络中存在K-1链路故障的存在中可以生存。使用所提出的方法设计这种网络所需的设计成本和链路数量小于现有方法。还使用各种例子检查所提出的方法的有效性。

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