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This book is devoted to numerical solution of the fractional heat equations with the nonlocal boundary condition in time. The stability and the convergence of the finite difference schemes for solving the nonlocal fractional heat equations are investigated through the matrix stability analysis. The computer programs and the graph of the solutions which shows the efficiency of the proposed method for solving the fractional heat equations are presented.

Produktbeschreibung
This book is devoted to numerical solution of the fractional heat equations with the nonlocal boundary condition in time. The stability and the convergence of the finite difference schemes for solving the nonlocal fractional heat equations are investigated through the matrix stability analysis. The computer programs and the graph of the solutions which shows the efficiency of the proposed method for solving the fractional heat equations are presented.
Autorenporträt
Researchers in the area of applied mathematics, based at Fatih University, Istanbul, Turkey.