Results 71 to 80 of about 2,994 (165)
ON MULTIDIMENSIONAL WIRTINGER'S TYPE DISCRETE INEQUALITIES
Demonstratio Mathematica, 1993 The inequality proved here, which is claimed to be of Wirtinger's type, involves finite differences and \(\ell^ 2\)-norm and requires a good amount of notation for its statement. No applications of the inequality have been suggested.
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Fully‐Optimized Quantum Metrology: Framework, Tools, and Applications
Advanced Quantum Technologies, Volume 7, Issue 12, December 2024.This tutorial provides a meticulous exploration of quantum metrology, introducing a systematic framework as a valuable tool for optimizing precision in quantum sensing. It guides readers through optimization techniques, practical applications, and the intricacies of quantum control, serving as a useful resource for those delving into quantum parameter ...
Qiushi Liu +3 more
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Discrete Dynamics in Nature and Society, 2022 This paper is devoted to the analysis and design of H∞ filtering for discrete-time Takagi–Sugeno (TS) fuzzy systems with time-varying delays. By using the delay-partitioning method, more systematic information is introduced, which can reduce the ...
Wanru Wang +3 more
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IET Smart Grid, Volume 7, Issue 6, Page 891-903, December 2024.A novel method is proposed to manage and control reactive power within microgrids with high integration of photovoltaic panels. A proactive dispatch is carried out for a few minutes in advance, using power forecast and photovoltaic installations as reactive energy providers.
Alexander Casilimas‐Peña +2 more
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Asymptotic spatial behavior for the heat equation on noncompact regions
Studies in Applied Mathematics, Volume 152, Issue 4, Page 1049-1076, May 2024.Abstract We consider the isotropic initial boundary value problem for the heat equation on open regions with noncompact boundary and construct differential inequalities for a generalized heat flow measure defined over a spherical cross section. Under suitable assumptions, integration of the differential inequality leads to spatial growth and decay rate
Robin J. Knops, Ramon Quintanilla
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On Opial-Wirtinger type inequalities
AIMS Mathematics, 2020 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Integral Inequalities Related to Wirtinger’s Result
General Mathematics, 2021 Abstract In this paper we establish some natural consequences of the Wirtinger integral inequality. Applications related to the trapezoid unweighted and weighted inequalities, of Fejér’s inequality for convex functions and of Grüss’ type inequalities are also provided.
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Stability analysis of discrete‐time systems with a time‐varying delay via improved methods
IET Control Theory &Applications, Volume 18, Issue 7, Page 951-959, April 2024.This paper studiesthe stability problem for discrete‐time systems with a time‐varying delay by developing a new combined summation inequality and improving a transformation lemma. Numerical examples show that, compared to several recently reported results, the obtained stability condition not only produces larger maximal allowable upper bounds but also
Hongjia Sha +4 more
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Edge-Based Synchronization Control Criteria of Complex Dynamical Networks with Reaction–Diffusions
MathematicsThis research investigates the edge-based asymptotic synchronization of delayed complex dynamical networks with reaction–diffusions and by an edge-based adaptive pinning control technique.
Tao Xie, Qike Zhang, Xing Xiong
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IEEE Access, 2019 This paper deals with a class of inertial quaternion-valued high-order Hopfield neural networks with state-dependent delays. Without decomposing the considered neural networks into real-valued systems, based on a continuation theorem of coincidence ...
Nina Huo, Bing Li, Yongkun Li
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