Hybrid Edge Capacity Routing in Complex Networks

P. Ranjana, A. George
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Abstract

The main focus on the algorithmic theory is the network optimization. The goal of network optimization is to connect vertices of the network in an inexpensive manner. In this work we present an efficient algorithm to achieve the effective optimization for an undirected large scale graph. This work is a connectivity data structure that focuses on us to know the connectivity parameters of the existing networks and proposing algorithms to make is efficient to access the information on the network. The network is made efficient by considering the network as a graph with edge weight and edge capacity. The network thus formed makes use of the dynamic programming approach and then the routing optimization is achieved using the Hierarchical edge capacity routing algorithm (HECR). By using HECR algorithm, routing is achieved at two different levels of nodes. The proposed algorithm also addressed the load balancing in the network. It is fast for large number of nodes with 3% of less time and the route found converges to optimal
复杂网络中的混合边缘容量路由
算法理论的主要重点是网络优化。网络优化的目标是以一种廉价的方式连接网络的顶点。本文提出了一种有效的算法来实现无向大尺度图的有效优化。这项工作是一个连通性数据结构,重点是我们知道现有网络的连通性参数,并提出算法,使网络上的信息是有效的访问。将网络视为具有边权和边容量的图,从而提高了网络的效率。该网络采用动态规划方法,并采用分层边缘容量路由算法(HECR)实现路由优化。通过使用HECR算法,在两个不同层次的节点上实现路由。该算法还解决了网络中的负载均衡问题。该算法在节点数量大的情况下速度快,所需时间减少3%,并收敛到最优
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