Simultaneous finding solution and interior heat conduction coefficient of initial-boundary value problem for one dimensional heat equation

The invers problems were investigated, for the inital boundary value problems, for from the second quasi linear parabolic type equations written. Properties of real solutions to the problems we consider first examined. Help problem considering the differential properties of real solutions have been proposed. Recommended of the help problem using the without advantage in the main problem have been proposed efficient algoritms for to achieve the main problem of the numeric solution. 2.type help problem recommended, if the real solution with of the first type discontinuity. Recommended help problems finding the main problem of the numerical solution to the class of generalized functions and enables the examination. Many computer test were performed on written algorithms.