In frozen ground regions, the problems of subgrade frost damage and slab cavity were
common distresses of cement concrete pavement in civil airports, causing the major safety …

In this contribution, a novel inverse problem on an SIS epidemic reaction–diffusion model is
investigated by employing the optimal control methods. By setting a proper regular cost …

In this paper, we aim to study an inverse problem for determining two time-independent
coefficients in a fractional diffusion system from the final measurements. First, we prove the …

The identification of sources of advection–diffusion transport is based usually on solving
complex ill-posed inverse models against the available state-variable data records …

In this paper, we study an inverse problem of reconstructing time independent coefficient of
an integrodifferential equation from the final time overspecified data. The reconstruction of …

The work continues a series of articles devoted to the peculiarities of solving coefficient
inverse problems for nonlinear singularly perturbed equations of the reaction-diffusion …

The aim of this work is to reconstruct a spacewise dependent heat source in a degenerate
heat equation using the final measurement temperature. Based on the optimal control …

In this paper, we introduce the functional framework and the necessary conditions for the
well-posedness of an inverse problem arising from the mathematical modeling of disease …

This article applies the golden section search method (GSSM), simplex search method
(SSM) and differential evolution (DE) for predicting the unknown Fourier number (Fo) …

In this note we discuss the existence and stability of an inverse problem arising from the
determination of the reaction coefficients for an SIS model. The study is motivated by a …