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An approximate solution of a differential inclusion with maximal monotone operator
The theory of differential inclusions has played a central role in many areas as biological systems, physical problems and population dynamics. The principle aim of our work is to compute explicitly the discrete approximate solution of a differential ...
Abdallah Beddani
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Maximal Solutions in Decentralized Supervisory Control [PDF]
The problem of decentralized supervisory control is considered for a discrete-event system modelled as a finite automaton \(G = ( \Sigma, Q, \delta , q_{0})\). A supervisor is a triple \(S = (\Sigma (S), \Sigma_{c}(S), \gamma (S))\), where \(\Sigma (S) \subseteq \Sigma , \Sigma_{c} (S) \subseteq \Sigma (S)\) and \(\gamma (S) : p_{s}(L(G)) \to 2 ...
Ard Overkamp, Jan H. van Schuppen
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Two-sided fuzzy relation inequalities with addition-min composition
Considering the bilateral requirements of the terminals in a P2P network system, we aim to study the two-sided fuzzy relation inequalities with addition-min composition in this work.
Xiaopeng Yang, Zhining Wang
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The complexity of selecting maximal solutions [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Chen, Zhi-Zhong, Toda, Seinosuke
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MAXIMAL SOLUTION FOR GENERALIZED RICCATI EQUATIONS OF CONTROL [PDF]
In this paper we consider a class of generalized discrete-time Riccati equations (GDTREs) defined on ordered spaces of operator valued Borel measurable functions. We prove that under stabilizability conditions there is a maximal solutions for the GDTRE.
Iulia Iarina UNGUREANU +1 more
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Achieving maximal speed of solution exchange for patch clamp experiments. [PDF]
BACKGROUND: Resolving the kinetics of agonist binding events separately from the subsequent channel gating processes requires the ability of applying and removing the agonist before channel gating occurs.
Jerónimo Auzmendi +3 more
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Maximal Solutions of Sparse Analysis Regularization [PDF]
This paper deals with the non-uniqueness of the solutions of an analysis-Lasso regularization. Most of previous works in this area is concerned with the case where the solution set is a singleton, or to derive guarantees to enforce uniqueness. Our main contribution consists in providing a geometrical interpretation of a solution with a maximal D ...
Barbara, Abdessamad +2 more
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The paper addresses the optimal control and stabilization problems for the indefinite discrete-time mean-field system over infinite horizon. Firstly, we show the convergence of the generalized algebraic Riccati equations (GAREs) and establish their ...
Teng Song, Bin Liu
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Background Hearts procured from circulatory death donors (DCD) are predominantly maintained by machine perfusion (MP) with normothermic donor blood. Currently, DCD heart function is evaluated by lactate and visual inspection.
Lars Saemann +8 more
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In this article, we researched the existence of the solution to the fractional Navier-Stokes equations with the Coriolis force under initial data, which belong to the Lei-Lin-Gevrey spaces.
Sun Xiaochun, Xu Gaoting, Wu Yulian
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