10 citations to https://www.mathnet.ru/rus/tvp240
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V.A. Orishchenko, I.I. Greshnikov, “Modelling of Pilot Activities when Piloting Aircraft”, Modelling and Data Analysis, 14:1 (2024), 89
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L. S. Kuravsky, I. I. Greshnikov, A. D. Kozyrev, S. G. Kosachevsky, L. I. Frolova, A. A. Zakharcheva, “A Mathematical Model for Representing the Related Operator Professional Activities and Their Diagnostic Assessments Based on the Quantum Representations”, Lobachevskii J Math, 45:6 (2024), 2534
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L. S. Kuravsky, I. I. Greshnikov, G. A. Yuryev, V. I. Zlatomrezhev, “Synthesis of Civil Aircraft Control Using Empirical Data and Quantum Filtering”, Lobachevskii J Math, 44:6 (2023), 2079
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L.S. Kuravsky, G.A. Yuryev, N.E. Yuryeva, I.A. Nikolaev, A.O. Nesimova, B.Y. Polyakov, A.D. Kozyrev, “Development of Psychological Diagnostics Systems Basing on New Mathematical Representations”, Experimental Psychology (Russia), 16:2 (2023), 178
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L.S. Kuravsky, G.A. Yuryev, N.E. Yuryeva, S.S. Isakov, A.O. Nesimova, I.A. Nikolaev, “Adaptive Technology of Psychological Diagnostics Based on the Markovian and Quantum Representations of the Task Performing Process”, Modelling and Data Analysis, 12:4 (2022), 36
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L. S. Kuravsky, “Simplification of Solving Diagnostics Problems by Convolution of Applied Markovian Models into the Quantum Representations”, Lobachevskii J Math, 43:7 (2022), 1669
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Г. Г. Амосов, А. Д. Баранов, В. В. Капустин, “О применении модельных пространств для построения коциклических возмущений полугруппы сдвигов на полупрямой”, Уфимск. матем. журн., 4:1 (2012), 17–28
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Г. Г. Амосов, А. Д. Баранов, “О дилатации сжимающих коциклов и коциклических возмущениях
группы сдвигов на прямой”, Матем. заметки, 79:1 (2006), 3–18 ; G. G. Amosov, A. D. Baranov, “Dilations of Contraction Cocycles and Cocycle Perturbations of the Translation Group of the Line”, Math. Notes, 79:1 (2006), 3–17
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Г. Г. Амосов, “Об уравнении эволюции марковских коциклов, полученных вторичным квантованием в симметричном пространстве Фока”, ТМФ, 146:1 (2006), 186–192 ; G. G. Amosov, “Evolution Equations for Markov Cocycles Obtained by Second Quantization in the Symplectic Fock Space”, Theoret. and Math. Phys., 146:1 (2006), 152–157
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Г. Г. Амосов, “О марковских возмущениях квантовых случайных процессов со стационарными приращениями”, Теория вероятн. и ее примен., 50:4 (2005), 754–763 ; G. G. Amosov, “On Markov perturbations of quantum random problems with stationary increments”, Theory Probab. Appl., 50:4 (2006), 650–658