2006 4th International Symposium on Modeling and Optimization in Mobile, Ad Hoc and Wireless Networks
DOI: 10.1109/wiopt.2006.1666506
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A Lower Bound for the Achievable Throughput in Large Random Wireless Networks Under Fixed Multipath Fading

Abstract: We consider the problem of achievable per-node throughput in an extended distributed wireless network where the node locations are random and the channel attenuation between pairs of nodes exhibits independent random multipath fading.In [1] a clever protocol construction based on percolation theory was used to show that a per-node throughput of a constant times 1 √ n bits per second is achievable with probability approaching one as the expected number of nodes in the network, n, becomes large (i.e. w.h.p.), fo… Show more

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Cited by 4 publications
(10 citation statements)
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“…It can be noted that the conditions on f (n) forbid us from achieving the per-node throughput of Ω(n −1/2 ), as obtained in [3,11]. But as we will see later, the asymptotic reduction in throughput allows us to tolerate a non-trivially large number of eavesdroppers.…”
Section: Achievable Node Throughputmentioning
confidence: 93%
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“…It can be noted that the conditions on f (n) forbid us from achieving the per-node throughput of Ω(n −1/2 ), as obtained in [3,11]. But as we will see later, the asymptotic reduction in throughput allows us to tolerate a non-trivially large number of eavesdroppers.…”
Section: Achievable Node Throughputmentioning
confidence: 93%
“…But as we will see later, the asymptotic reduction in throughput allows us to tolerate a non-trivially large number of eavesdroppers. Similar to [3,11], our construction uses percolation theory to show the achievability result. However, our construction differs from those in [3,11] in two crucial aspects:…”
Section: Achievable Node Throughputmentioning
confidence: 99%
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