We study uniqueness of a solution for an inverse source problem arising in linear time-
fractional diffusion equations with time dependent coefficients. New uniqueness results are …

In the present paper, we deal with an inverse source problem for a time-fractional wave
equation in a bounded domain in R d. The time-dependent source is determined from an …

We study uniqueness of a solution for an inverse source problem arising in linear time-
fractional diffusion equations with time-dependent coefficients. We consider source term in a …

We study an inverse source problem for a semilinear time-fractional diffusion equation of
second order in a bounded domain in R d. The missing solely time-dependent source is …

In this contribution, we investigate an inverse source problem for a fractional diffusion and
wave equation with the Caputo fractional derivative of the space-dependent variable order …

We study uniqueness for an inverse source problem for a second order parabolic
equation∂ tu (x, t)+ A (t) u (x, t)= h (t) f (x) with time dependent coefficients. The unknown …

An inverse source problem for the heat equation is studied in a bounded domain. A
dynamical nonlinear boundary condition (containing the time derivative of a solution) is …

The main aims of this paper are to investigate the existence and uniqueness results for the
solution of an inverse source problem for a multidimensional, semilinear, backward …

We focus on a inverse source problem in a partial differential equation containing a
fractional derivative in time of the order 1< β< 2. The equation is accompanied with a non …

In this paper, we discuss the role of the damping term μ⁢ ut in unique determination of
unknown spatial load F⁢(x) in a damped Euler–Bernoulli beam equation ut⁢ t+ μ⁢ …