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Using backstepping design, exponential stabilization of the linearized Saint-Venant Exner (Saint-Venant Exnerr dynamicSVEn a sedimodelfilled canal with arbitrary values of canal bottom slope, friction, porosity, and water–sedynamicsnteractinn, is achieved.
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To this aim, effects of four different inlet chamber designs (exponential, conical, quadratic polynomial body profile and standard design) on efficiency have been considered.
By introducing a specifically designed exponential weighting function to the residual term in residual complexity, the proposed similarity measure performed well due to automatically weighting the residual image between the reference image and the warped floating image.
These results have an important instructional significance in the design of exponential stable delayed BAM circuits.
We design fast exponential time algorithms for some intractable graph-theoretic problems.
Then, we design three exponential schemes for these coupled stochastic Schrödinger equations, which are driven by Brownian motions and jump processes.
These results are helpful to design global exponential stable BAM networks and almost periodic oscillatory BAM networks.
These results are helpful to design globally exponential stability and periodic oscillatory for BAM neural network with delays.
Using an improved Lyapunov Krasovskii functional combined with Newton Leibniz formula, a memoryless switched controller design for exponential stabilization of switched systems is proposed.
This article aims to present a multiple delayed state-feedback control design for exponential H∞ synchronization problem of a class of delayed neural networks with multiple time-varying discrete delays.
In particular, in Section 2 we design the exponential Jacobi pseudospectral method technique for solving high-order ODEs.
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