In this article, we develop detection performance bounds which show how performance scales with the number of detectors in a compressive setting as a function of SNR, the similarity between potential targets in a known dictionary, and their prior probabilities.
This manuscript develops performance upper and lower bounds for such optimization, which can be used to evaluate the performance of all those heuristics.
Under the framework of backstepping design technique and common Lyapunov function (CLF), an adaptive fuzzy fault-tolerant control (FTC) method with predefined performance bounds is developed.
So, if we are to maintain the rapid advance of precision measurement technologies for a wealth of sensing and control applications, we must identify the fundamental performance bounds that quantum mechanics imposes on such systems, and we must develop procedures for attaining those bounds.
He is currently working on obtaining performance bounds for distributed scheduling algorithms for wireless networks and on developing novel techniques for reducing the energy-consumption of optical aggregation networks, used for wireless backhauling.
Considering the interactions of reservation and contention, we develop the analytical model for the saturated traffic case and then extend it to derive tight performance bounds for the unsaturated case.
By using the prescribed performance bounds, an adaptive fuzzy controller equipped with the Nussbaum-type gain function is developed.
We also present information theoretic performance bounds and explicit network codes that achieve optimal performance.
Furthermore, we show that our performance bounds are actually tight, by presenting algorithms for constructing trees that achieve our bounds.
In this paper, we derive the performance bounds for various computational imaging techniques.
