Search Results - infinite game

Evasion differential game of infinitely many evaders from infinitely many pursuers in Hilbert space by Alias, Idham Arif, Ibragimov, Gafurjan, Rakhmanov, Askar

“…We consider a simple motion evasion differential game of infinitely many evaders and infinitely many pursuers in Hilbert space ℓ2. …”
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Differential games described by infinite system of differential equations by Mat Hasim, Risman

“…In this thesis, we study the uniqueness and existence theorems for all systems then we study control and differential game problems. For the first system, we study a pursuit game of one pursuer and one evader and evasion differential game of one evader from infinitely many pursuers in the case of integral constraints. …”
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Differential game of optimal pursuit for an infinite system of differential equations by Ibragimov, Gafurjan Ismailovich, Alias, Idham Arif, Waziri, Usman, Ja'afaru, Abbas Badakaya

“…We study an optimal pursuit differential game problem in the Hilbert space l2r+1. The game is described by an infinite system of the first-order differential equations whose coefficients are negative. …”
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Differential game for an infinite system of two-block differential equations by Ibragimov, Gafurjan, Kuchkarova, Sarvinoz, Mat Hasim, Risman, Pansera, Bruno Antonio

“…We present a pursuit differential game for an infinite system of two-block differential equations in Hilbert space l2. …”
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Differential games of many players for infinite system of differential equations by Kazimirova, Ruzakhon Yunus Kizi

“…This thesis focuses on studying evasion and pursuit differential games involving multiple pursuers and a single evader for infinite systems of differential equations in the Hilbert space l2. …”
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Optimal pursuit time in differential game for an infinite system of differential equations by Ibragimov, Gafurjan, Mat Hasim, Risman, Rakhmanov, Askar, Alias, Idham Arif

“…We consider a differential game of one pursuer and one evader. The game is described by an infinite system of first order differential equations. …”
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Some results on pursuit games for an infinite system of ternary differential equations by Madhavan, D.N., Alias, I.A., Ibragimov, G., Hasim, R.M.

“…This paper aims to study a one-pursuer, one evader pursuit differential game for a higher level of infinite system that is an infinite system of first order ternary differential equations, and prove completion of pursuit in the game. …”
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Pursuit game problem of an infinite system of differential equations with geometric and integral constraints by Waziri, Usman, Gafurjan, Ibragimov, Alias, Idham Arif, Ibrahim, Zarina Bibi

“…The present paper considers a pursuit game problem of an infinite system of 1st-order differential equations in the space l 2. …”
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An evasion differential game described by an infinite system of 2-systems of second order. by Ibragimov, Gafurjan I., Allahabi, Fateh

“…We study a differential game of many pursuers described by infinite systems of second order ordinary differential equations. …”
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Differential games problems described by system of infinite differential equations in Hilbert space by Waziri, Usman

“…This thesis deals with the solutions of differential game problems described by some infinite systems of ordinary differential equations in Hilbert space. …”
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Pursuit Differential Game Described by Infinite First Order 2-Systems of Differential Equations by G., Ibragimov, Ahmedov, Anvarjon A., Puteri, Nur Izzati, N. , Abdul Manaf

“…We study a pursuit differential game problem for infinite first order 2-systems of differential equations in the Hilbert space l2. …”
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Pursuit differential game described by infinite first order 2-systems of differential equations by Ibragimov, Gafurjan, Ahatjonovich, Anvarjon Ahmedov, Puteri Nur Izzati, Abdul Manaf, Nur'azah

“…We study a pursuit differential game problem for infinite first order 2-systems of differential equations in the Hilbert space l2. …”
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Multi-pursuer pursuit differential game for an infinite system of second order differential equations by Kazimirova, R.Yu., Ibragimov, G.I., Hasim, R.M.

“…We study a pursuit differential game of many pursuers and one evader. The game is described by the infinite systems of m inertial equations. …”
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Pursuit differential games of infinite three-dimensional system of differential equations in Hilbert space by Madhavan, Diviekga Nair

“…Early research on game problems described by a system of partial differential equations is followed by a reduction to those described by an infinite system of ordinary differential equations using the method of decomposition. …”
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Pursuit and evasion differential games described by infinite two-systems of first order differential equations by Kamal Mustapha, Puteri Nur Aizzat

“…The main purpose of this thesis is to study pursuit and evasion differential game problems described by first order infinite two-systems of differential equations in Hilbert space, Ɩ₂. …”
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Differential games described by infinite system of differential equations of second order. The case of negative coefficients by Ja'afaru, Abbas Badakaya, Ibragimov, Gafurjan Ismailovich

“…We study pursuit and evasion differential game problems for an infinite system of differential equations of second order. …”
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On some pursuit and evasion differential game problems for an infinite number of first-order differential equations by Ja'afaru, Abbas Badakaya, Ibragimov, Gafurjan

“…We study pursuit and evasion differential game problems described by infinite number of first-order differential equations with function coefficients in Hilbert space l2. …”
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On a control problem and a pursuit game of transferring states described by an infinite three-systems of differential equations by Madhavan, Diviekga Nair, Alias, Idham Arif, Ibragimov, Gafurjan

“…In this paper, we devote to study a pursuit game described by an infinite three-systems of differential equations in Hilbert space. …”
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Solution of an infinite system of differential equations. by Ibragimov , G. I., Allahabi , Fateh Abdo Ali

“…We consider an infinite system of differential equations of the second order. …”
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The optimal pursuit problem reduced to an infinite system of differential equations by Ibragimov, Gafurjan I.

“…The optimal game problem reduced to an infinite system of differential equations with integral constraints on the players’ controls is considered. …”
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