Author Details
Петросян, Айкануш Самвеловна
| Issue | Section | Title | File |
| Vol 68, No 2 (2022) | Articles | Asymptotic Behavior of the Solution for One Class of Nonlinear Integral Equations of Hammerstein Type on the Whole Axis |
 (Rus) |
ISSN 2413-3639 (Print)
ISSN 2949-0618 (Online)
Keywords
Cauchy problem
Dirichlet problem
Einstein material balance
Fourier-Bessel transform
Green’s function
Riemann problem
Stefan problem
boundary-value problem
correct solvability
elliptic equation
existence and uniqueness of solution
generalized solution
heat equation
initial-boundary value problem
inverse problem
mathematical modeling
optimal recovery
perforated domain
phase portrait
stability
topological structure
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Keywords
Cauchy problem
Dirichlet problem
Einstein material balance
Fourier-Bessel transform
Green’s function
Riemann problem
Stefan problem
boundary-value problem
correct solvability
elliptic equation
existence and uniqueness of solution
generalized solution
heat equation
initial-boundary value problem
inverse problem
mathematical modeling
optimal recovery
perforated domain
phase portrait
stability
topological structure