A minmax problem for parabolic systems with competitive interactions
Electronic Journal of Differential Equations, 1999 In this paper we model the evolution and interaction between two competing populations as a system of parabolic partial differential equations. The interaction between the two populations is quantified by the presence of non-local terms in the system of ...
Sanjay Chawla
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Mathematical modeling analysis on the dynamics of university students animosity towards mathematics with optimal control theory. [PDF]
Sci Rep, 2022 Teklu SW, Terefe BB.
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IET Control Theory & ApplicationsTo reduce the learning time and space occupation, this study presents a novel model‐free algorithm for obtaining the Nash equilibrium solution of continuous‐time nonlinear non‐zero‐sum games.
Lei Guo +3 more
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Application of Optimal Control Theory to Fourier Transform Ion Cyclotron Resonance. [PDF]
Molecules, 2021 Martikyan V +4 more
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Mathematical assessment of constant and time-dependent control measures on the dynamics of the novel coronavirus: An application of optimal control theory. [PDF]
Results Phys, 2021 Zhang L +4 more
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CONTROL "IN THE SMALL" - A NEW DIRECTION IN THE MATHEMATICAL THEORY OF OPTIMAL CONTROL
Надежность и качество сложных системBackground. This article is devoted to the historiography of a new direction in mathematical control theory - control "in the small," discovered and currently being developed by scientists at the Ryazan State Radio Engineering University named after V.F.
Valentin V. Mironov
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Investigation of an optimal control strategy for a cholera disease transmission model with programs
Frontiers in Applied Mathematics and StatisticsCholera is a disease of poverty affecting people with inadequate access to safe water and basic sanitation. Conflict, unplanned urbanization and climate change all increase the risk of cholera.
Haileyesus Tessema Alemneh +3 more
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Optimal Control Theory in Environmental Economics [PDF]
, 1999 Feenstra, T.L. +2 more
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On Bellman’s approach to optimal control theory
Mathematical Notes, 1999 According to the author, the aim of this note is to obtain a refinement of his own result in [Math. Notes 38, 658-660 (1985); translation from Mat. Zametki 38, No.2, 265-269 (1985; Zbl 0593.49025)] concerning a certain type of generalization of the Bellman's equation satisfied by the \textit{minimal-time function}: \[ T(y):=\displaystyle \inf_{x(.)}t_1(
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An Optimal Control Theory for Accelerated Optimization
, 2019 20 pages; version # 3; 1 ...
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