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The observed performance region satisfies BER≥10−6 because this is the target BER for most practical applications.
A sufficient condition for failure-tolerant performance stabilization in a desirable performance region under decentralized linear output-feedback is established.
A necessary and sufficient condition for the existence of a controller yielding an unbounded H∞ performance region is derived.
In this paper we address the problem of finding the optimal performance region of a wireless ad hoc network when multiple performance metrics are considered.
The two approaches were tested in scenario 1 for different starting HOPs: two extreme ones (10 dB, 5120 ms; and 0 dB, 0 ms) and a middle one which falls within the optimum performance region (4 dB, 480 ms).
Even thought this HOP belongs to the optimum performance region associated with the current load and speed, the variations in performance are still comparable to the case where optimization would still be enabled (pink and green curves).
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The notions of H∞ and H2 performance regions are introduced and analyzed, respectively.
Figure 10, bottom right graph, shows the performance regions with the contour lines for the ALOHA region.
It then computes the AMC performance thresholds as illustrated in step 3 of Algorithm 2. These thresholds are used to determine the performance regions of the lookup tables.
Figure 13 plots the 3D contour lines of Dgain for RwNw, and Fig. 14 displays the performance regions of the four schemes in terms of Dgain.
Fig. 13 The 3D contour of the delay gain achieved by the proposed scheme Fig. 14 Illustration of the transmission completion time performance regions of the four schemes.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com