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Results: 1-9 |
Results: 9
FURTHER RESULTS ON CONVERGENCE OF ASYNCHRONOUS LINEAR ITERATIONS
Authors: SU YF BHAYA A KASZKUREWICZ E KOZYAKIN VS
Citation: Yf. Su et al., FURTHER RESULTS ON CONVERGENCE OF ASYNCHRONOUS LINEAR ITERATIONS, Linear algebra and its applications, 281(1-3), 1998, pp. 11-24
KRASNOSELSKII,M.A. - 04.27.1920-02.13.1997 - IN-MEMORIAM
Authors: ASARIN EA BAKHTIN IA BOBYLEV NA BONDARENKO VA BURD VS CHERNORUTSKII VV EMELYANOV SV GORIN EA IVANOV LA KOZYAKIN VS KRASNOSELSKII AM KURZHANSKII AB KUZNETSOV NA LEVIN AY MUKHAMADIEV EM PEROV AI POKORNII YV POKROVSKII AV RACHINSKII DI SADOVSKII BI STRYGIN VV TSYPKIN YZ ZABREIKO PP
Citation: Ea. Asarin et al., KRASNOSELSKII,M.A. - 04.27.1920-02.13.1997 - IN-MEMORIAM, Automation and remote control, 59(2), 1998, pp. 299-303
A MODEL FOR ROUNDOFF AND COLLAPSE IN COMPUTATION OF CHAOTIC DYNAMICAL-SYSTEMS
Authors: DIAMOND P KLOEDEN PE KOZYAKIN VS POKROVSKII AV
Citation: P. Diamond et al., A MODEL FOR ROUNDOFF AND COLLAPSE IN COMPUTATION OF CHAOTIC DYNAMICAL-SYSTEMS, Mathematics and computers in simulation, 44(2), 1997, pp. 163-185
EXISTENCE AND STABILITY OF A UNIQUE EQUILIBRIUM IN CONTINUOUS-VALUED DISCRETE-TIME ASYNCHRONOUS HOPFIELD NEURAL NETWORKS
Authors: BHAYA A KASZKUREWICZ E KOZYAKIN VS
Citation: A. Bhaya et al., EXISTENCE AND STABILITY OF A UNIQUE EQUILIBRIUM IN CONTINUOUS-VALUED DISCRETE-TIME ASYNCHRONOUS HOPFIELD NEURAL NETWORKS, IEEE transactions on neural networks, 7(3), 1996, pp. 620-628
A PHENOMENOLOGICAL MODEL OF STATISTICS OF THE FIRST RECURRENT MOMENTSAND CYCLE LENGTHS IN DISCRETIZATION OF DYNAMICAL-SYSTEMS
Authors: KUZNETSOV NA KOZYAKIN VS POKROVSKII AV
Citation: Na. Kuznetsov et al., A PHENOMENOLOGICAL MODEL OF STATISTICS OF THE FIRST RECURRENT MOMENTSAND CYCLE LENGTHS IN DISCRETIZATION OF DYNAMICAL-SYSTEMS, Doklady Akademii nauk. Rossijskaa akademia nauk, 349(2), 1996, pp. 165-168
ROBUSTNESS OF TRAJECTORIES OF DYNAMICAL-S YSTEMS TO HYSTERESIS PERTURBATIONS
Authors: DIAMOND F KLOEDEN P KOZYAKIN VS KRASNOSELSKII MA POKROVSKII AV
Citation: F. Diamond et al., ROBUSTNESS OF TRAJECTORIES OF DYNAMICAL-S YSTEMS TO HYSTERESIS PERTURBATIONS, Doklady Akademii nauk. Rossijskaa akademia nauk, 343(1), 1995, pp. 25-27
PERIODIC TRAJECTORIES OF NONSMOOTH PERTURBATIONS IN CHAOTIC SYSTEMS
Authors: DAIMOND F CLOEDEN P KOZYAKIN VS KRASNOSELSKII MA POKROVSKII AV
Citation: F. Daimond et al., PERIODIC TRAJECTORIES OF NONSMOOTH PERTURBATIONS IN CHAOTIC SYSTEMS, Automation and remote control, 56(5), 1995, pp. 637-643
ROBUSTNESS OF THE OBSERVABLE BEHAVIOR OF SEMIHYPERBOLIC DYNAMIC-SYSTEMS
Authors: DIAMOND P KLOEDEN P KOZYAKIN VS POKROVSKII AV
Citation: P. Diamond et al., ROBUSTNESS OF THE OBSERVABLE BEHAVIOR OF SEMIHYPERBOLIC DYNAMIC-SYSTEMS, Automation and remote control, 56(11), 1995, pp. 1627-1636
INVESTIGATION OF THE DYNAMIC COMPLEMENTARITY-PROBLEM BY THE DESYNCHRONIZATION THEORY METHODS
Authors: VLADIMIROV AA KOZYAKIN VS KUZNETSOV NA MANDELBAUM A
Citation: Aa. Vladimirov et al., INVESTIGATION OF THE DYNAMIC COMPLEMENTARITY-PROBLEM BY THE DESYNCHRONIZATION THEORY METHODS, Doklady Akademii nauk. Rossijskaa akademia nauk, 329(1), 1993, pp. 5-8
Risultati: 1-9 |