摘要
This paper studies H￣1-Galerkin methods for the integro-differential equations of evolution. The elliptic H￣2-Volterra projection is induced and then used in thederivations of error estimates for semi-discrete and full-discrete H￣1-Galerkin methods.The optimal L￣2, H￣1 and H￣2 norm error estimates are obtained.
This paper studies H￣1-Galerkin methods for the integro-differential equations of evolution. The elliptic H￣2-Volterra projection is induced and then used in thederivations of error estimates for semi-discrete and full-discrete H￣1-Galerkin methods.The optimal L￣2, H￣1 and H￣2 norm error estimates are obtained.
