An integro-differential equation involving arbitrary kernel in time variable with a family of non-
local boundary condition has been considered. Two inverse source problems for integro …

In the present work, two-dimensional mixed problems with the Caputo fractional order
differential operator are studied using the Fourier method of separation of variables. The …

We consider two problems of recovering the source terms along with heat concentration for
a time fractional heat equation involving the so-called m th level fractional derivative …

The inverse problem of recovering a source term along with diffusion concentration for a
generalized diffusion equation has been considered. The so-called 2nd level fractional …

We consider an inverse problem for diffusion equation involving fractional Laplacian
operator in space and Hilfer fractional derivatives in time with Dirichlet zero boundary …

Direct and two inverse problems for a Legendre equation involving integral convolution in
time are studied. The inverse problems are ill-posed in the sense of Hadamard. The …

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 …

In this paper, the inverse problem of determining the time‐dependent reaction–diffusion
coefficient in the Cauchy problem for the time‐fractional diffusion equation with the Hilfer …

The aim of this paper, the author is to introduce the Jacobi pseudospectral quadrature
simulation technique for the multi-dimensional nonlinear fractional evolution equation. We …

An inverse source problem (ISP) of recovering space‐dependent source term along with
diffusion concentration for a two‐dimensional diffusion equation involving integral …