We study the inverse problem of determining the time depending reaction diffusion
coefficient in the Cauchy problem for the time-fractional diffusion equation by a single …

Direct and inverse source problems of a fractional diffusion equation with regularized
Caputo-like counterpart of a hyper-Bessel differential operator are considered. Solutions to …

In this work, we investigate a unique solvability of a direct and inverse source problem for a
time-fractional partial differential equation with the Caputo and Bessel operators. Using …

In this work, we consider an initial problem for second order partial differential equations
with Caputo fractional derivatives in the time-variable and Bessel operator in the space …

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 …

In this work, we study the inverse problem of determining the convolution kernel in the
Cauchy problem for the time-fractional diffusion equation by a single observation at the point …

In this paper, we investigate two inverse source problems for degenerate time-fractional
partial differential equation in rectangular domains. The first problem involves a space …

Two inverse problems for time‐fractional diffusion equation having a family of nonlocal
boundary conditions are discussed. In first inverse problem, initial distribution is determined …

An identification problem involving fractional differential variational inequalities Skip to content
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This paper is concerned with the inverse problem of recovering the time dependent source
term in a time fractional diffusion equation, in the case of nonlocal boundary condition and …