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A numerical algorithm for a source identification problem for the elliptic-telegraph equation
Ashyralyev A., Al-Hammouri A.
is studied. Stability estimates for the solution of the source identification problem are established
Source identification problems for hyperbolic differential and difference equations
Ashyralyev A., Emharab F.
In the present study, a source identification problem for a one-dimensional hyperbolic equation
A numerical algorithm for a source identification problem for the parabolic-elliptic equation
Ashyralyev A., Arikan C.
In the present paper, a space-dependent identification problem for parabolic-elliptic equations
Time-Dependent Source Identification Schrödinger Type Problem
Ashyralyev A., Urun M.
In this study, the source identification problem with non-local boundary conditions for the time
A note on the elliptic-telegraph identification problem with non-local condition
Ashyralyev A., Al-Hammouri A.
In the present paper, a source identification problem for elliptic-telegraph equation with non
Parabolic time dependent source identification problem with involution and Neumann condition
Ashyralyev A., Erdogan A.S.
A time dependent source identification problem for parabolic equation with involution and Neumann
Time-dependent source identification problem for the Schrödinger equation with nonlocal boundary conditions
Ashyralyev A., Urun M.
In the present study, a source identification problem for a one-dimensional Schrödinger equation
Identification hyperbolic problems with the Neumann boundary condition
Ashyralyev A., Emharab F.
In the present study, an identification problem with the Neumann boundary condition for a one
On R-Modified Crank-Nicholson Difference Schemes for the Source Identification Parabolic-Elliptic Problem
Ashyralyev A., Arikan C.
solution of the source identification parabolicelliptic problems are presented. Numerical results are given
A numerical algorithm for the source identification telegraph problem
Ashyralyev A., Al-Hazaimeh H.
In the present paper, source identification problem for the telegraph equation is investigated

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