In this technical report, we provide a detailed proof for some of the theorems on the clandestine throughput in [1]. In the paper, we define the clandestine throughput as the maximum (asymptotic) fraction of matched packets in a given pair of stochastic transmission schedules. If each transmission has a fixed duration (called fixed “packet length”), then the schedules can be modeled as point processes, and i.i.d. renewal processes are considered in the analysis. Under the strict delay constraint, we have proposed an optimal flow-embedding algorithm “Strict Greedy Match” (SGM) to compute the clandestine throughput.
By: Ting He
Published in: RC24634 in 2008
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