The paper discusses a three-dimensional numerical solution of the inverse boundary
problem for a continuous casting process of an aluminium alloy. Because verified …

A mathematical model consisting of weakly coupled time fractional one parabolic PDE and
one ODE equations describing dynamical processes in porous media is our physical …

The present work is inspired by laboratory experiments providing measurements in a few
places of the hive for a long period of time. Based on Keller-Segel model in form of coupled …

In the paper a solution of the inverse heat conduction problem with the Neumann boundary
condition is presented. For finding this solution the homotopy perturbation method is …

An optimization Lagrange multiplier adjoint equation approach for an inverse problem of
estimating a space-dependent diffusion coefficient in a problem of pollution in a porous …

The key for the survival of honeybees in winter is in the generation and preservation of heat.
A successful study of this process is the modeling based on generalized Keller-Segel model …

In this study, an algorithm based on conjugate gradient method (CGM) is applied to estimate
the unknown time dependent melt depth during laser material processing in liquid phase …

All the published algorithms for a solution of the inverse problems of dynamics are grounded
on a definition of a minimum of sum of squares of discrepancy-the minimum of the price …