Faster radio broadcasting in planar graphs

F. Manne, S. Wang, Q. Xin
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引用次数: 7

Abstract

We study the communication primitive of broadcasting (one-to-all communication) in known topology radio networks, i.e., where for each primitive the schedule of transmissions is precomputed based on full knowledge about the size and the topology of the network. We show that radio broadcasting can be completed in D+O(logn) time units in planar graphs of size n, diameter D, which improves the currently best known D+O(log3 n) time schedule proposed by Elkin and Kortsarz in (2005) [SODA'05], and 3D time schedule due to Gasieniec, Peleg and Xin in (2005) [PODC'05]
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更快的平面无线电广播
我们研究了在已知拓扑的无线网络中广播的通信原语(一对所有通信),即对每个原语的传输调度是基于对网络大小和拓扑的充分了解而预先计算的。我们证明无线电广播可以在尺寸为n、直径为D的平面图形中以D+O(logn)时间单位完成,这改进了目前最著名的Elkin和Kortsarz (2005) [SODA'05]提出的D+O(log3n)时间计划,以及Gasieniec、Peleg和Xin (2005) [PODC'05]提出的3D时间计划。
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