Personalities of MEPhI
NRNU MEPhI National Research Nuclear University MEPhI
  1. Faculty and Staff
  2. Kamynin V.L.
Kamynin V.L.

Kamynin Vitaly L.

Degree: Doctor of Sciences in Physics and Mathematics

Professor

Department of Mathematics

Senior Research Fellow

Department of applied mathematics
Send message Autumn 2024. Schedule

Languages

english
Works at MEPhI since 1983
Work Experience: 40 years

Education

1980 — Moscow State University

Courses

1. Analytical Geometry
2. Differential Equations
3. Linear Algebra.
4. Multiple Integrals and Series
5. Numerical Analysis

Publication activity

9
h-index (Web of Science)
10
h-index (Scopus)
12
h-index (РИНЦ)

Showing publications for last 3 years

  1. Article
    Web of Science & Scopus
    Inverse Problems of Finding the Lower Term in a Multidimensional Degenerate Parabolic Equation // Journal of Mathematical Sciences (United States), 2023 Q4 doi
  2. RSCI INVERSE PROBLEM OF DETERMINING THE ABSORPTION COEFFICENT IN A MULTIDIMENSIONAL DEGENERATE PARABOLIC EQUATIONINVERSE PROBLEM OF DETERMINING THE ABSORPTION COEFFICENT IN A MULTIDIMENSIONAL DEGENERATE PARABOLIC EQUATION // 2023 pp. 113
  3. Article
    Web of Science & Scopus
    Unique Solvability of Direct and Inverse Problems for Degenerate Parabolic Equations in the Multidimensional Case // Journal of Mathematical Sciences (United States), 2023 Vol. 269, No. 1, Q4 pp. 36-52 doi
  4. Article
    Web of Science & Scopus
    The Inverse Problem of Recovering the Source Function in a Multidimensional Nonuniformly Parabolic Equation // Mathematical Notes, 2022 Vol. 112, No. 3-4, Q3 pp. 412-423 doi
  5. Article On the inverse problem of detemining the lowest coefficient depending on the space variable in a parabolic equation with weak degeneracy // 2022 Vol. 206 pp. 68-81 doi
  6. RSCI DIRECT AND INVERSE SOURCE PROBLEM FOR A MULTIDIMENSIONAL NONUNIFORMLY PARABOLIC EQUATIONDIRECT AND INVERSE SOURCE PROBLEM FOR A MULTIDIMENSIONAL NONUNIFORMLY PARABOLIC EQUATION // 2022 pp. 102
  7. Article
    Web of Science & Scopus
    Inverse Problem of Determining the Absorption Coefficient in a Degenerate Parabolic Equation in the Class L∞ // Computational Mathematics and Mathematical Physics, 2021 Vol. 61, No. 3, Q3 pp. 388-402 doi
  8. RSCI On inverse problems of determining the space-dependent lower coefficient in weakly degenerating parabolic equation // 2021 pp. 110-111
  9. Article
    Web of Science & Scopus
    THE INVERSE PROBLEM OF DETERMINING THE LOWEST COEFFICIENT IN A HIGHER-ORDER PARABOLIC EQUATION WITH WEAK DEGENERACY // Eurasian Journal of Mathematical and Computer Applications, 2021 Vol. 9, No. 3, Q3 pp. 53-67 doi

Showing conferences for last 3 years

  1. Март 2024 LaPlaz-2024 Report: INVERSE PROBLEM OF DETERMINING THE X-DEPENDENT ABSORPTION COEFFICENT IN A MULTIDIMENSIONAL NONUNIFORMLY PARABOLIC EQUATION
  2. Март 2023 LAPLAZ_2023 Report: INVERSE PROBLEM OF DETERMINING THE ABSORPTION COEFFICIENT IN A MULTIDIMENSIONAL PARABOLIC EQUATION
  3. Ноябрь 2023 The VI-th International Conference "Function spaces. Differential operators. Problems of mathematical education", dedicated to the centennial anniversary of the L.D.Kudryantsev. Report: On inverse problems for degenerate parabolic equations with several independent variables
  4. Декабрь 2022 Modern problems of inverse problems, dedicated to the 90th anniversary of Academician M.M. Lavrentiev Report: On inverse problems for degenerate parabolic equations with many spatial variables
  5. Декабрь 2021 International Conference "Differential Equations and Related Topics", dedicated to outstanding mathematician I.G.Petrovsky

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