Results 91 to 100 of about 2,994 (165)
This paper studies the estimation of reachable sets for discrete-time singular systems with time-varying delays and bounded peak inputs. A novel linear matrix inequality condition for the reachable set estimation of the time-varying time-delay discrete ...
Hongli Yang +2 more
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A $p$-adic analog of Wirtinger's inequality.
In classical Fourier analysis, for a nonvanishing complex-valued \(C^1\)-function \(f\) on the unit circle one proves that \(f\) has no zeros on some arc whose length can be expressed in terms of Fourier coefficients of \(f\) and \(f'\). In the present paper, the following \(p\)-adic version is proved.
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Wirtinger-Beesack integral inequalities
Let \(I = (\alpha,\beta)\), \(-\infty\leq \alpha 0\), \(\varphi > 0\) on \(I\) and \(r\varphi''' \in AC^2(I)\). Put \(s=-(r\varphi''')'''\varphi^{-1}\). The aim of the paper is to establish the integral inequality \[ \int_I sh^2dt \leq \int_I r(h''')^2 dt \quad\text{for all} \;h \in H, \] where \(H \subset AC^2(I)\) is a convenient class of functions ...
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A Refinement of the Discrete Wirtinger Inequality
In the present paper, the following refinement of Tang's discrete Wirtinger inequality [\textit{D. Tang}, Bull. Aust. Math. Soc. 43, No. 3, 467-474 (1991; Zbl 0751.26006)] is established: Theorem A. Let \(f(\theta)\) be a positive \(C^2\)-function on \((0,\ell)\) such that \(f'(\theta) f''(\theta) \neq 0\) and \(f'(\theta)^2 - f(\theta)f''(\theta ...
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A New Criterion for Exponential Stability of a Class of Hopfield Neural Network with Time-Varying Delay Based on Gronwall's Inequality. [PDF]
Guo F, Luo R, Qin X, Yi Y.
europepmc +1 more source
State estimation of the time-space propagation of COVID-19 using a distributed parameter observer based on a SEIR-type model. [PDF]
Tello IFY, Wouwer AV, Coutinho D.
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Robust Finite-Time Stability for Uncertain Discrete-Time Stochastic Nonlinear Systems with Time-Varying Delay. [PDF]
Liu X, Li W, Wang J, Li Y.
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Finite-time stabilization of a perturbed chaotic finance model. [PDF]
Ahmad I +4 more
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Analysis and Optimal Velocity Control of a Stochastic Convective Cahn-Hilliard Equation. [PDF]
Scarpa L.
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