THE THIRD BOUNDARY PROBLEM FOR GENERAL PARABOLIC DIFFERENTIAL EQUATION OF FRACTIONAL ORDER IN MULTIDIMENSIONAL FIELD
in this paper we consider the third boundary value problem for general parabolic differential equation of fractional order in multidimensional field. For the equation is constructed locally one-dimensional schemes (LOS). There is received a priori estimate for solutions of LOS in this paper. Stability and convergence of LOS for the considered equation are proved.