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This paper describes our on-going research into the design of finite state machines (FSMs) that exhibit self-healing characteristics.
The optimal design of finite impulse response (FIR) filters for equalization/deconvolution is investigated in this paper.
This paper discusses some issues related to trigonometric matrices arising from the design of finite impulse response (FIR) digital filters.
This paper considers numerical design of finite sound-hard lining (FSHL -based approximate cloaks with arbitrary shapes.
436 (2012) 71 78], the authors motivated and discussed a trigonometric matrix that arises in the design of finite impulse response (FIR) digital filters.
A unified framework for the optimal design of finite impulse response (FIR) filters with arbitrary magnitude and phase response using second-order cone (SOC) programming is proposed.
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To the best of the authors' knowledge, no such design of finite-density quadratically-stabilizing quantizers has been previously proposed in the literature for general MI systems.
This result is extended to the backstepping design of finite-time disturbance observers for 2×2 hyperbolic systems with a collocated measurement.
The theoretical part of this paper includes the establishment of attitude dynamic model concerning actuator faults and the design of finite-time H∞ adaptive attitude fault-tolerant controller.
Especially, the latter is called residual mode filter (RMF), and it plays an essential role in the design of finite-dimensional stabilizing controllers when the order of RMF is "sufficiently large".
For the design of finite-field consensus networks, we propose a general design method, with high computational complexity, and a network composition rule to generate large consensus networks from smaller components.
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