Malykh M.D. - list of publications

RUDN Journal of Mathematics, Information Sciences and Physics. Федеральное государственное автономное образовательное учреждение высшего образования Российский университет дружбы народов (РУДН). Vol. 26. 2018. P. 285-291

QUASI-VECTOR MODEL OF PROPAGATION OF POLARIZED LIGHT IN A THIN-FILM WAVEGUIDE LENS

Article

Divakov D., Malykh M., Sevastianov L., Sevastianov A., Ayryan E.

EPJ Web of Conferences. EDP Sciences. Vol. 173. 2018.

FINITE DIFFERENCE SCHEMES AS ALGEBRAIC CORRESPONDENCES BETWEEN LAYERS

Article

Malykh M., Sevastianov L.

EPJ Web of Conferences. EDP Sciences. Vol. 173. 2018.

ON THE REDUCTION OF MAXWELL’S EQUATIONS IN WAVEGUIDES TO THE SYSTEM OF COUPLED HELMHOLTZ EQUATIONS

Article

Malykh M.D., Sevastianov A.L., Sevastianov L.A., Tyutyunnik A.A.

RUDN Journal of Mathematics, Information Sciences and Physics. Федеральное государственное автономное образовательное учреждение высшего образования Российский университет дружбы народов (РУДН). Vol. 26. 2018. P. 39-48

ON NORMAL MODES OF THE CLOSED WAVEGUIDE WITH DISCONTINUOUS FILLING

Article

Malykh M.D.

RUDN Journal of Mathematics, Information Sciences and Physics. Федеральное государственное автономное образовательное учреждение высшего образования Российский университет дружбы народов (РУДН). Vol. 26. 2018. P. 321-330

CALCULATION OF NORMAL MODES OF THE CLOSED WAVEGUIDES IN GENERAL VECTOR CASE

Article

Malykh M.D., Sevastianov L.A., Tiutiunnik A.A.

Progress in Biomedical Optics and Imaging - Proceedings of SPIE. SPIE. Vol. 10717. 2018.

РАЗРАБОТКА МЕТОДОВ ЧИСЛЕННОГО АНАЛИЗА ЗАКРЫТЫХ ЭЛЕКТРОМАГНИТНЫХ ВОЛНОВОДОВ : СПЕЦИАЛЬНОСТЬ 05.13.18 "МАТЕМАТИЧЕСКОЕ МОДЕЛИРОВАНИЕ, ЧИСЛЕННЫЕ МЕТОДЫ И КОМПЛЕКСЫ ПРОГРАММ" : ДИССЕРТАЦИЯ НА СОИСКАНИЕ УЧЕНОЙ СТЕПЕНИ ДОКТОРА ФИЗИКО-МАТЕМАТИЧЕСКИХ НАУК

Dissertation

Малых Михаил Дмитриевич

2018. 214 p.

THE APPLICATION OF HELMHOLTZ DECOMPOSITION METHOD TO INVESTIGATION OF MULTICORE FIBERS AND THEIR APPLICATION IN NEXT-GENERATION COMMUNICATIONS SYSTEMS

Article

Divakov D.V., Lovetskiy K.P., Malykh M.D., Tiutiunnik A.A.

Communications in Computer and Information Science. Springer Verlag. Vol. 919. 2018. P. 469-480

INVESTIGATION OF THE MOVABLE SINGULARITIES BY MEANS OF THE FINITE DIﬀERENCE METHOD

Article

Panin A.A., Lukyanenko D.V., Malykh M.D.

Problems of Mathematical Physics and Mathematical Modelling. Национальный исследовательский ядерный университет "МИФИ". 2017. P. 66-66a

ON AN EXAMPLE OF A SYSTEM OF DIFFERENTIAL EQUATIONS THAT ARE INTEGRATED IN ABELIAN FUNTIONS

Article

Malykh M.D., Sevastianov L.A.

Материалы международной конференции Problems of Mathematical Physics and Mathematical Modelling Book of abstracts 6th International conference. Ministry of Education and Science; Russian Federation; National Research Nuclear University MEPhI. 2017. С. 63-64.. МИФИ. 2017. P. 63-64

ON APPLICATION OF M.N. LAGUTINSKI METHOD TO INTEGRATION OF DIFFERENTIAL EQUATIONS IN SYMBOLIC FORM. PART 1

Article

Malykh M.D.

RUDN Journal of Mathematics, Information Sciences and Physics. Федеральное государственное автономное образовательное учреждение высшего образования Российский университет дружбы народов (РУДН). Vol. 25. 2017. P. 103-112

MODELING THE PROPAGATION OF POLARIZED LIGHT IN A THIN-FILM WAVEGUIDE LENS

Article

Divakov D.V., Malykh M.D., Sevastianov L.A., Nikolaev N.E.

Материалы конференции международной конференции Problems of Mathematical Physics and Mathematical Modelling Book of abstracts 6th International conference. Ministry of Education and Science; Russian Federation; National Research Nuclear University MEPhI. 2017. С. 122-123.. МИФИ. 2017. P. 122-123

ON INTEGRATION OF THE FIRST ORDER DIFFERENTIAL EQUATIONS IN A FINITE TERMS

Article

Malykh M.D.

Journal of Physics: Conference Series. Institute of Physics Publishing. Vol. 788. 2017.

ON AN EXAMPLE OF A SYSTEM OF DIﬀERENTIAL EQUATIONS THAT ARE INTEGRATED IN ABELIAN FUNCTIONS

Article

Malykh M.D., Sevastianov L.A.

Problems of Mathematical Physics and Mathematical Modelling. Национальный исследовательский ядерный университет "МИФИ". 2017. P. 63-64

SIMULATION OF POLARIZED LIGHT PROPAGATION IN THE THIN-FILM WAVEGUIDE LENS

Article

Диваков Д.В., Малых М.Д., Севастьянов А.Л., Севастьянов Л.А.

RUDN Journal of Mathematics, Information Sciences and Physics. Федеральное государственное автономное образовательное учреждение высшего образования Российский университет дружбы народов (РУДН). Vol. 25. 2017. P. 56-68

THE NUMERICAL-ANALYTICAL IMPLEMENTATION OF THE CROSS-SECTIONS METHOD TO THE OPEN WAVEGUIDE TRANSITION OF THE "HORN" TYPE

Article

Divakov D., Malykh M., Sevastianov L., Sevastianov A., Tiutiunnik A.

Proceedings of SPIE - The International Society for Optical Engineering. Society of Photo-Optical Instrumentation Engineers, Bellingham, WA, United States. Vol. 10337. 2017.

WEIERSTRASS THEORY OF ABELIAN INTEGRALS AND ITS REALIZATION IN SAGE

Article

Malykh M.D., Sevastianov L.A.

Polynomial Computer Algebra 2017 : International Conference Russian Academy of Sciences; St.Petersburg Department of Steklov Mathematical Institute; Euler International Mathematical Institute. Saint-Petersburg, April 17-23 2017 г.. VVM Publishing. 2017. P. 73-76

ON AN EXAMPLE OF A SYSTEM OF DIFFERENTIAL EQUATIONS THAT ARE INTEGRATED IN ABELIAN FUNCTIONS

Article

Malykh M.D., Sevastianov L.A.

Journal of Physics: Conference Series. Institute of Physics Publishing. Vol. 937. 2017.

APPLICATION OF M.N. LAGUTINSKI METHOD TO INTEGRATION OF DIFFERENTIAL EQUATIONS IN SYMBOLIC FORM. PART 2

Article

Malykh M.D.

RUDN Journal of Mathematics, Information Sciences and Physics. Федеральное государственное автономное образовательное учреждение высшего образования Российский университет дружбы народов (РУДН). Vol. 25. 2017. P. 113-122

ON THE REPRESENTATION OF MAXWELL'S EQUATIONS IN CLOSED WAVEGUIDES BY THE HELP OF HELMHOLTZ EQUATIONS

Article

Malykh M.D., Sevastianov L.A., Tyutyunnik A., Nikolaev N.E.

Материалы международной конференции Problems of Mathematical Physics and Mathematical Modelling Book of abstracts 6th International conference. Ministry of Education and Science; Russian Federation; National Research Nuclear University MEPhI. 2017. С. 145-146.. МИФИ. 2017. P. 145-146

ОБ ОТЫСКАНИИ РАЦИОНАЛЬНЫХ ИНТЕГРАЛОВ СИСТЕМ ОБЫКНОВЕННЫХ ДИФФЕРЕНЦИАЛЬНЫХ УРАВНЕНИЙ ПО МЕТОДУ М.Н. ЛАГУТИНСКОГО

Article

Малых М.Д.

Вестник Национального исследовательского ядерного университета МИФИ. Vol. 5. 2016. P. 35-44

Малых М.Д.

List of records

DIFFRACTION OF ELECTROMAGNETIC WAVES ON A WAVEGUIDE JOINT

SIMULATION OF LIGHT PROPAGATION IN THE THIN-FILM WAVEGUIDE LENS

ON THE REPRESENTATION OF ELECTROMAGNETIC FIELDS IN CLOSED WAVEGUIDES USING FOUR SCALAR POTENTIALS

THE METHOD OF FINDING ALGEBRAIC INTEGRAL FOR FIRST-ORDER DIFFERENTIAL EQUATIONS

QUASI-VECTOR MODEL OF PROPAGATION OF POLARIZED LIGHT IN A THIN-FILM WAVEGUIDE LENS

FINITE DIFFERENCE SCHEMES AS ALGEBRAIC CORRESPONDENCES BETWEEN LAYERS

ON THE REDUCTION OF MAXWELL’S EQUATIONS IN WAVEGUIDES TO THE SYSTEM OF COUPLED HELMHOLTZ EQUATIONS

ON NORMAL MODES OF THE CLOSED WAVEGUIDE WITH DISCONTINUOUS FILLING

CALCULATION OF NORMAL MODES OF THE CLOSED WAVEGUIDES IN GENERAL VECTOR CASE

THE APPLICATION OF HELMHOLTZ DECOMPOSITION METHOD TO INVESTIGATION OF MULTICORE FIBERS AND THEIR APPLICATION IN NEXT-GENERATION COMMUNICATIONS SYSTEMS

INVESTIGATION OF THE MOVABLE SINGULARITIES BY MEANS OF THE FINITE DIﬀERENCE METHOD

ON AN EXAMPLE OF A SYSTEM OF DIFFERENTIAL EQUATIONS THAT ARE INTEGRATED IN ABELIAN FUNTIONS

ON APPLICATION OF M.N. LAGUTINSKI METHOD TO INTEGRATION OF DIFFERENTIAL EQUATIONS IN SYMBOLIC FORM. PART 1

MODELING THE PROPAGATION OF POLARIZED LIGHT IN A THIN-FILM WAVEGUIDE LENS

ON INTEGRATION OF THE FIRST ORDER DIFFERENTIAL EQUATIONS IN A FINITE TERMS

ON AN EXAMPLE OF A SYSTEM OF DIﬀERENTIAL EQUATIONS THAT ARE INTEGRATED IN ABELIAN FUNCTIONS

SIMULATION OF POLARIZED LIGHT PROPAGATION IN THE THIN-FILM WAVEGUIDE LENS

THE NUMERICAL-ANALYTICAL IMPLEMENTATION OF THE CROSS-SECTIONS METHOD TO THE OPEN WAVEGUIDE TRANSITION OF THE "HORN" TYPE

WEIERSTRASS THEORY OF ABELIAN INTEGRALS AND ITS REALIZATION IN SAGE

ON AN EXAMPLE OF A SYSTEM OF DIFFERENTIAL EQUATIONS THAT ARE INTEGRATED IN ABELIAN FUNCTIONS

APPLICATION OF M.N. LAGUTINSKI METHOD TO INTEGRATION OF DIFFERENTIAL EQUATIONS IN SYMBOLIC FORM. PART 2

ON THE REPRESENTATION OF MAXWELL'S EQUATIONS IN CLOSED WAVEGUIDES BY THE HELP OF HELMHOLTZ EQUATIONS

ОБ ОТЫСКАНИИ РАЦИОНАЛЬНЫХ ИНТЕГРАЛОВ СИСТЕМ ОБЫКНОВЕННЫХ ДИФФЕРЕНЦИАЛЬНЫХ УРАВНЕНИЙ ПО МЕТОДУ М.Н. ЛАГУТИНСКОГО

Other authors

Dang T.P.

Keburia C.O.