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The inverse problem for the heat equation with reflection of the argument and with a complex coefficient
by
Sarsenbi, Abdissalam
, Sarsenbi, Abdizhahan
, Mussirepova, Elmira
in
Boundary conditions
/ Boundary value problems
/ Differential equations
/ Eigenvalues
/ Eigenvectors
/ Inverse problems
/ Operators (mathematics)
/ Partial differential equations
/ Thermodynamics
2022
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The inverse problem for the heat equation with reflection of the argument and with a complex coefficient
by
Sarsenbi, Abdissalam
, Sarsenbi, Abdizhahan
, Mussirepova, Elmira
in
Boundary conditions
/ Boundary value problems
/ Differential equations
/ Eigenvalues
/ Eigenvectors
/ Inverse problems
/ Operators (mathematics)
/ Partial differential equations
/ Thermodynamics
2022
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Do you wish to request the book?
The inverse problem for the heat equation with reflection of the argument and with a complex coefficient
by
Sarsenbi, Abdissalam
, Sarsenbi, Abdizhahan
, Mussirepova, Elmira
in
Boundary conditions
/ Boundary value problems
/ Differential equations
/ Eigenvalues
/ Eigenvectors
/ Inverse problems
/ Operators (mathematics)
/ Partial differential equations
/ Thermodynamics
2022
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The inverse problem for the heat equation with reflection of the argument and with a complex coefficient
Journal Article
The inverse problem for the heat equation with reflection of the argument and with a complex coefficient
2022
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Overview
The paper is devoted to finding a solution and restoring the right-hand side of the heat equation with reflection of the argument in the second derivative, with a complex-valued variable coefficient. We prove a theorem on the Riesz basis property for eigenfunctions of the second-order differential operator with involution in the second derivative. We establish the existence and uniqueness of the solution of the studied problems by the method of separation of variables
Publisher
Hindawi Limited
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