Research Output 1978 2020

2020
Entire Solution
Nonlinear Elliptic Equations
Variational Methods
Radial Symmetry
Breathers
Phase Equilibria
Equilibrium State
Phase equilibria
Superconducting transition temperature
Phase Transition
2019
Coincidence
Variational Problem
Superconducting transition temperature
Phase Transition
Phase transitions
Signed Measure
Trace Formula
Differential operator
Multiplication
First-order
Open Access
Truncation
Sobolev Spaces
Fractional
Operator

DYNAMIC APPROACH TO CLASSICAL MOMENT PROBLEM

Mikhaylov, A. S. & Mikahaylov, V. S., 16 Dec 2019, Марчуковские научные чтения - 2019: Труды Международной конференции "Актуальные проблемы вычислительной и прикладной математики". Новосибирск: Издательство Новосибирского университета, p. 339-345

Research output

Open Access
Jacobi Matrix
Moment Problem
Moment
Inverse Dynamics
Discrete Operators
1 Citation (Scopus)

Dynamic inverse problem for Jacobi matrices

Михайлов, А. С. & Михайлов, В. С., 2019, In : Inverse Problems and Imaging. 13, 3, p. 431-447 17 p.

Research output

Inverse Dynamics
Jacobi Matrix
Dynamic Problem
Inverse problems
Inverse Problem

Inverse dynamic problem for a Krein–Stieltjes string

Mikhaylov, A. & Mikhaylov, V., 1 Oct 2019, In : Applied Mathematics Letters. 96, p. 195-201 7 p.

Research output

Inverse Dynamics
Dynamic Problem
Inverse Problem
Strings
Inverse problems
Open Access
Inverse Dynamics
Dynamic Problem
Periodic Boundary Conditions
Wave equation
Inverse Problem
Inverse Dynamics
Dynamic Problem
Wave equations
Inverse problems
Real Line
Inverse Dynamics
Dynamic Problem
Wave equations
Inverse problems
Real Line

On an inverse problem in photoacoustics

Belishev, M. I., Langemann, D., Mikhaylov, A. S. & Mikhaylov, V. S., 1 Apr 2019, In : Journal of Inverse and Ill-Posed Problems. 27, 2, p. 241-254 14 p.

Research output

Open Access
Photoacoustic effect
Wave equations
Inverse problems
Unit ball
Cauchy

Proceedings of the International Conference Days on Diffraction, DD 2019

Михайлов, А. С. & Михайлов, В. С., 1 Nov 2019, Forward and inverse dynamic problems for a Krein string. Approximation by point-mass densities.. Institute of Electrical and Electronics Engineers Inc., p. 125-131 7 p.

Research output

1 Citation (Scopus)
Quasilinear Parabolic Systems
Regularity of Solutions
Oblique
Weak Solution
Derivative
2 Citations (Scopus)
Strong Maximum Principle
Fractional Laplacian
Dirichlet
Operator
Class
Photoacoustic effect
Inverse problems
Inverse Problem
Testing
Wave equations
1 Citation (Scopus)
Fish
Lemma
Velocity Field
Poincaré Recurrences
Structural Stability
2018

A rough calculus approach to level sets in the Heisenberg group

Magnani, V., Stepanov, E. & Trevisan, D., 1 Jun 2018, In : Journal of the London Mathematical Society. 97, 3, p. 495-522 28 p.

Research output

Heisenberg Group
Level Set
Rough
Calculus
Area formula
Vector Field
Curve
Continuity Equation
Lipschitz Function
Borel Measure

Hyperbolicity and Solvability for Linear Systems on Time Scales

Крыжевич, С. Г., 8 May 2018, Differential and Difference Equations with Applications. ICDDEA 2017. Springer Proceedings in Mathematics & Statistics, vol 230.. Pinelas, S., Kloeden, P., Graef, J. & Caraballo, T. (eds.). Cham: Springer, Vol. 230.

Research output

Inverse Dynamics
Spectral Problem
Dynamic Problem
Paul Adrien Maurice Dirac
Inverse Problem

Inverse dynamic problem for canonical systems with smooth strictly positive Hamiltonians and de Branges spaces

Mikhaylov, A. S. & Mikhaylov, V. S., 29 Nov 2018, Proceedings of the International Conference Days on Diffraction, DD 2018. Kazakov, A. Y., Kiselev, A. P., Goray, L. I. & Motygin, O. V. (eds.). Institute of Electrical and Electronics Engineers Inc., p. 214-219 6 p. 8553526

Research output

De Branges Spaces
Canonical System
Hamiltonians
Inverse Dynamics
Strictly positive

INVERSE SPECTRAL PROBLEM FOR THE ONE-DIMENSIONAL DIRAC SYSTEM ON GRAPHS

Михайлов, А. С., Михайлов, В. С. & Мурзабекова, Г. Е., 2018, СБОРНИК МАТЕРИАЛОВ МЕЖДУНАРОДНОЙ КОНФЕРЕНЦИИ “XXIX КРЫМСКАЯ ОСЕННЯЯ МАТЕМАТИЧЕСКАЯ ШКОЛА-СИМПОЗИУМ ПО СПЕКТРАЛЬНЫМИ ЭВОЛЮЦИОННЫМ ЗАДАЧАМ” КРОМШ-2018. Издательство: ООО "Полипринт", p. 68-70 3 p.

Research output

Monotonicity Formula for a Problem with Hysteresis

Apushkinskaya, D. E. & Uraltseva, N. N., 1 Jan 2018, In : Doklady Mathematics. 97, 1, p. 49-51 3 p.

Research output

Monotonicity Formula
Discontinuous Nonlinearities
Memory Effect
Hysteresis
Modeling