Тарасов Василий Евгеньевич

Должность	профессор	Кафедра 915
Ученая степень	Доктор физико-математических наук
Ученое звание	Доцент

Публикации
1	From fractional differential equations with Hilfer derivatives: To discrete maps with memory// Computational and Applied Mathematics. - 2021 - №8 - Volume 40
2	Extension of relativistic mechanics by maximum symmetry group of Maxwell equations// European Physical Journal Plus. - 2020 - №4 - Volume 135
3	Mathematical economics: Application of fractional calculus// Mathematics. - 2020 - №5 - Volume 8
4	НЕКОММУТАТИВНАЯ ТЕОРИЯ ВЕРОЯТНОСТЕЙ В ТЕХНИЧЕСКОМ УНИВЕРСИТЕТЕ.// Вестник науки и образования. - 2018 - №2 (38) - Volume 2 - P. 6-10
5	ВЕРОЯТНОСТНАЯ ИНТЕРПРЕТАЦИЯ ДРОБНЫХ ИНТЕГРАЛОВ КОБЕРА И ЭРДЕЛЙИ-КОБЕРА.// Проблемы науки. - 2019 - №1 (37) - P. 6-11
6	Dirac particle with memory: Proper time non-locality// Physics Letters, Section A: General, Atomic and Solid State Physics. - 2020 - №15 - Volume 384
7	Fractional derivatives and integrals: What are they needed for?// Mathematics. - 2020 - №2 - Volume 8
8	Integral equations of non-integer orders and discrete maps with memory// Mathematics. - 2021 - №11 - Volume 9
9	Cagan model of inflation with power-law memory effects// Computational and Applied Mathematics. - 2020 - №3 - Volume 39
10	Nonlocal quantum system with fractal distribution of states// Physica A: Statistical Mechanics and its Applications. - 2021 - Volume 574
11	Nonlinear growth model with long memory: generalization of Haavelmo model// Nonlinear Dynamics. - 2021 - №4 - Volume 104 - P. 4413-4425
12	Quantum maps with memory from generalized lindblad equation// Entropy. - 2021 - №5 - Volume 23
13	Predator-prey models with memory and kicks: Exact solution and discrete maps with memory// Mathematical Methods in the Applied Sciences. - 2021 - №14 - Volume 44 - P. 11514-11525
14	Trends, directions for further research, and some open problems of fractional calculus// Nonlinear Dynamics. - 2022 - №4 - Volume 107 - P. 3245-3270
15	Non-Markovian dynamics of open quantum system with memory// Annals of Physics. - 2021 - Volume 434
16	Nonlinear fractional dynamics with Kicks// Chaos, Solitons and Fractals. - 2021 - Volume 151
17	General non-markovian quantum dynamics// Entropy. - 2021 - №8 - Volume 23
18	Обобщение модели Лукаса, учитывающее степенную память// Экономика и предпринимательство. - 2020 - №10 (123) - P. 195-201
19	Модель Солоу замкнутой экономики с памятью// Экономика и предпринимательство. - 2020 - №10 (123) - P. 246-251
20	Синергетика экономических процессов с угасающей памятью// Экономика и предпринимательство. - 2021 - №1 (126) - P. 54-65
21	Caputo–Fabrizio operator in terms of integer derivatives: memory or distributed lag?// Computational and Applied Mathematics. - 2019 - №3 - Volume 38
22	Exact discretization of non-commutative space-time// Modern Physics Letters A. - 2020 - №16 - Volume 35
23	Fractional nonlinear dynamics of learning with memory// Nonlinear Dynamics. - 2020 - №2 - Volume 100 - P. 1231-1242
24	Fractional econophysics: Market price dynamics with memory effects// Physica A: Statistical Mechanics and its Applications. - 2020 - Volume 557
25	Lattice fractional quantum field theory: Exact differences approach// Modern Physics Letters A. - 2021 - №14 - Volume 36
26	Non-linear macroeconomic models of growth with memory// Mathematics. - 2020 - №11 - Volume 8 - P. 1-22
27	Exact solutions of bernoulli and logistic fractional differential equations with power law coefficients// Mathematics. - 2020 - №12 - Volume 8 - P. 1-11
28	Corrigendum to “Fractional nonlinear dynamics of learning with memory” (Nonlinear dynamics, (2020), 100, (1231-1242), 10.1007/s11071-020-05602-w)// Nonlinear Dynamics. - 2021 - №2 - Volume 103 - P. 2163-2167
29	Fractional and integer derivatives with continuously distributed lag// Communications in Nonlinear Science and Numerical Simulation. - 2019 - Volume 70 - P. 125-169
30	Rules for Fractional-Dynamic Generalizations: Difficulties of Constructing Fractional Dynamic Models// Mathematics. - 2019 - №6 - Volume 7
31	Probabilistic interpretation of Kober fractional integral of non-integer order// Progress in Fractional Differentiation and Applications. - 2019 - №1 - Volume 5 - P. 1-5
32	General Non-Local Continuum Mechanics: Derivation of Balance Equations// Mathematics. - 2022 - №9 - Volume 10
33	Fractional Dynamics with Depreciation and Obsolescence: Equations with Prabhakar Fractional Derivatives// Mathematics. - 2022 - №9 - Volume 10
34	From fractional differential equations with Hilfer derivatives: To discrete maps with memory// Computational and Applied Mathematics. - 2022 - №8 - Volume 40
35	General fractional dynamics// Mathematics. - 2021 - №13 - Volume 9
36	General fractional calculus: Multi-kernel approach// Mathematics. - 2021 - №13 - Volume 9
37	Fractional dynamics with non-local scaling// Communications in Nonlinear Science and Numerical Simulation. - 2021 - Volume 102
38	Rules for Fractional-Dynamic Generalizations: Difficulties of Constructing Fractional Dynamic Models// MATHEMATICS . - 2019 - №6 - Том 7 - С. 554-554
39	Dirac particle with memory: Proper time non-locality// Physics Letters, Section A: General, Atomic and Solid State Physics. - 2020 - №15 - Том 384 - С. 126303-126303
40	Fractional derivatives and integrals: What are they needed for?// MATHEMATICS . - 2020 - №2 - Том 8 - С. 164-164
41	Integral equations of non-integer orders and discrete maps with memory// MATHEMATICS . - 2021 - №11 - Том 9 - С. 1177-1177
42	Mathematical economics: Application of fractional calculus// MATHEMATICS . - 2020 - №5 - Том 8 - С. 660-660
43	Extension of relativistic mechanics by maximum symmetry group of Maxwell equations// EUROPEAN PHYSICAL JOURNAL PLUS. - 2020 - №4 - Том 135 - С. 376-376
44	Exact discretization of non-commutative space-time// Modern Physics Letters A. - 2020 - №16 - Том 35 - С. 2050135-2050135
45	Fractional nonlinear dynamics of learning with memory// NONLINEAR DYNAMICS. - 2020 - №2 - Том 100 - С. 1231-1242
46	Cagan model of inflation with power-law memory effects// Computational and Applied Mathematics. - 2020 - №3 - Том 39 - С. 207-207
47	Fractional econophysics: Market price dynamics with memory effects// Physica A: Statistical Mechanics and its Applications. - 2020 - №_ - Том 557 - С. 124865-124865
48	Nonlocal quantum system with fractal distribution of states// Physica A: Statistical Mechanics and its Applications. - 2021 - №_ - Том 574 - С. 126009- 126009
49	Nonlinear growth model with long memory: generalization of Haavelmo model// Nonlinear Dynamics. - 2021 - №4 - Том 104 - С. 4413-4425
50	Quantum maps with memory from generalized lindblad equation// Entropy. - 2021 - №5 - Том 23 - С. 544- 544
51	Predator-prey models with memory and kicks: Exact solution and discrete maps with memory// Mathematical Methods in the Applied Sciences. - 2021 - №14 - Том 44 - С. 11514-11525
52	Trends, directions for further research, and some open problems of fractional calculus// Nonlinear Dynamics. - 2022 - №4 - Том 107 - С. 3245-3270
53	Non-Markovian dynamics of open quantum system with memory// Annals of Physics. - 2021 - №_ - Том 434 - С. 168667-168667
54	General non-markovian quantum dynamics// Entropy. - 2021 - №8 - Том 23 - С. 1006-1006
55	From fractional differential equations with Hilfer derivatives To discrete maps with memory// Computational and Applied Mathematics. - 2021 - №8 - Том 40 - С. 296-296
56	Fractional and integer derivatives with continuously distributed lag// Communications in Nonlinear Science and Numerical Simulation. - 2019 - №5 - Том _ - С. 125-169
57	Probabilistic interpretation of Kober fractional integral of non-integer order// Progress in Fractional Differentiation and Applications. - 2019 - №1 - Том 5 - С. 1-5
58	Caputo–Fabrizio operator in terms of integer derivatives: memory or distributed lag?// Computational and Applied Mathematics. - 2019 - №3 - Том 38 - С. 113-113
59	Lattice fractional quantum field theory: Exact differences approach// Modern Physics Letters A. - 2021 - №14 - Том 36 - С. 2140001-2140001
60	Non-linear macroeconomic models of growth with memory// MATHEMATICS . - 2020 - №11 - Том 8 - С. 2078-2078
61	Exact solutions of bernoulli and logistic fractional differential equations with power law coefficients// MATHEMATICS . - 2020 - №12 - Том 8 - С. 2231-2231
62	Fractional dynamics with non-local scaling// Communications in Nonlinear Science and Numerical Simulation. - 2021 - №_ - Том 102 - С. 105947-105947
63	Nonlinear fractional dynamics with Kicks// Chaos, Solitons and Fractals. - 2021 - №_ - Том 151 - С. 111259-111259
64	General Non-Local Continuum Mechanics: Derivation of Balance Equations// MATHEMATICS . - 2022 - №9 - Том 10 - С. 1427-1427
65	Fractional Dynamics with Depreciation and Obsolescence: Equations with Prabhakar Fractional Derivatives// MATHEMATICS . - 2022 - №9 - Том 10 - С. 1540-1540
66	General non-local electrodynamics: Equations and non-local effects// Annals of Physics. - 2022 - №_ - Том 445 - С. 169082-169082
67	Nonlocal Probability Theory: General Fractional Calculus Approach// MATHEMATICS . - 2022 - №20 - Том 10 - С. 3848-3848
68	Nonlocal statistical mechanics: General fractional Liouville equations and their solutions// Physica A: Statistical Mechanics and its Applications. - 2023 - №_ - Том 609 - С. 128366-128366
69	Nonlocal classical theory of gravity: massiveness of nonlocality and mass shielding by nonlocality// EUROPEAN PHYSICAL JOURNAL PLUS. - 2022 - №12 - Том 137 - С. 1336-1336
70	Entropy Interpretation of Hadamard Type Fractional Operators: Fractional Cumulative Entropy// Entropy. - 2022 - №12 - Том 24 - С. 1852-1852
71	Fractional Probability Theory of Arbitrary Order// Fractal and Fractional . - 2023 - №2 - Том 7 - С. 137-137
72	General Fractional Calculus in Multi-Dimensional Space: Riesz Form// MATHEMATICS . - 2023 - №7 - Том 11 - С. 1651-1651
73	Multi-Kernel General Fractional Calculus of Arbitrary Order// MATHEMATICS . - 2023 - №7 - Том 11 - С. 1726-1726
74	General Nonlocal Probability of Arbitrary Order// Entropy. - 2023 - №6 - Том 25 - С. 919-919
75	Scale-Invariant General Fractional Calculus: Mellin Convolution Operators// Fractal and Fractional . - 2023 - №6 - Том 7 - С. 481-481
76	Metric-affine gravity: Nonmetricity of space as dark matter/energy ?// Physics of the Dark Universe . - 2023 - №_ - Том 42 - С. 101326-101326
77	Generalization of Noether Theorem and action principle for non-Lagrangian theories// Communications in Nonlinear Science and Numerical Simulation. - 2024 - №- - Том 128 - С. 107601-107601
78	General Fractional Noether Theorem and Non-Holonomic Action Principle// MATHEMATICS . - 2023 - №20 - Том 11 - С. 4400-4400
79	General fractional classical mechanics: Action principle, Euler–Lagrange equations and Noether theorem// Physica D: Nonlinear Phenomena. - 2024 - №- - Том 457 - С. 133975-133975
80	Discrete maps with distributed memory fading parameter// Computational and Applied Mathematics. - 2024 - №3 - Том 43 - С. 113-113
81	Exact Finite-Difference Calculus: Beyond Set of Entire Functions// MATHEMATICS . - 2024 - №7 - Том 12 - С. 972-972
82	Parametric general fractional calculus: nonlocal operators acting on function with respect to another function// Computational and Applied Mathematics. - 2024 - №4 - Том 43 - С. 183-183
83	Non-Additivity and Additivity in General Fractional Calculus and Its Physical Interpretations// Fractal and Fractional . - 2024 - №9 - Том 8 - С. 1-36
84	General Fractional Economic Dynamics with Memory// MATHEMATICS . - 2024 - №15 - Том 12 - С. 1-24
85	(Non)Commutativity and associativity of general fractional derivatives with different Sonin kernels// Communications in Nonlinear Science and Numerical Simulation. - 2025 - №- - Том 151 - С. 1-2
86	Prigogine–Resibois master equation with power-law kernel: quantum dynamics with memory// EUROPEAN PHYSICAL JOURNAL PLUS. - 2025 - №4 - Том 140 - С. 1-1
87	Conformable fractional” derivatives and integrals are integer-order operators: Physical and geometrical interpretations, applications to fractal physics// Chaos, Solitons and Fractals. - 2025 - №- - Том 192 - С. 1-1
88	General fractional dynamics// MATHEMATICS . - 2021 - №13 - Том 9 - С. 1464-1464
89	General fractional calculus: Multi-kernel approach// MATHEMATICS . - 2021 - №13 - Том 9 - С. 1501-1501
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