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Addressing and routing in hexagonal networks with applications for tracking mobile users and connection rerouting in cellular networks

机译:六角形网络中的寻址和路由,以及用于跟踪移动用户和蜂窝网络中的连接重新路由的应用程序

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Nodes in a hexagonal network are placed at the vertices of a regular triangular tessellation, so that each node has up to six neighbors. The network is proposed as an alternative interconnection network to a mesh connected computer (with nodes serving as processors) and is used also to model cellular networks where nodes are the base stations. In this paper, we propose a suitable addressing scheme for nodes (with two variants), derive a formula for distance between nodes, and present a very simple and elegant routing algorithm. This addressing scheme and corresponding routing algorithm for hexagonal interconnection are considerably simpler than previously proposed solutions. We then apply the addressing scheme for solving two problems in cellular networks. With the new scheme, the distance between the new and old cell to which a mobile phone user is connected can be easily determined and coded with three integers, one of them being zero. Further, in order to minimize the wireless cost of tracking mobile users, we propose hexagonal cell identification codes containing three, four, or six bits, respectively, to implement a distance based tracking strategy. These schemes do not have errors in determining cell distance in existing hexagonal based cellular networks. Another application is for connection rerouting in cellular networks during a path extension process.
机译:六边形网络中的节点放置在规则三角形镶嵌的顶点处,因此每个节点最多可以有六个邻居。该网络被提议作为网状连接计算机(节点充当处理器)的替代互连网络,并且还用于对以节点为基站的蜂窝网络进行建模。在本文中,我们提出了一种适用于节点的寻址方案(具有两个变体),推导了节点之间的距离的公式,并提出了一种非常简单而优雅的路由算法。用于六边形互连的该寻址方案和相应的路由算法比以前提出的解决方案简单得多。然后,我们将采用寻址方案来解决蜂窝网络中的两个问题。使用新方案,可以轻松确定移动电话用户所连接的新旧小区之间的距离,并用三个整数(其中之一为零)进行编码。此外,为了最小化跟踪移动用户的无线成本,我们提出了分别包含三个,四个或六个比特的六边形小区标识码,以实现基于距离的跟踪策略。这些方案在确定现有的基于六边形的蜂窝网络中的小区距离方面没有错误。另一个应用是在路径扩展过程中在蜂窝网络中进行连接重新路由。

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