THE INTERPOLATED POSTPROCESSING TECHNIQUE OF THE F.E.M. FOR NONLINEAR PARABOLIC INTEGRODIFFERSNTIAL EQUATIONS
非线性抛物型积分微分方程有限元方法的插值后处理技术

This paper studies the application of interpolated postprocessing tecboque to nonlinear parabolic integrodmereatial equations, and obtains the global superconvergence of first order for senddiscrete and fully discrete F.E.M. scheme's error estimates. The methods of this paper are generally applicable to the nonlinear differelltial and integrofferential equations of evolution.