Galerkin approximations of abstract parabolic boundary value problems with rough boundary data-Lp theory
Abstract
Galerkin approximations of an abstract parabolic boundary value problem with "rough" boundary data are considered. The optimal rates of convergence in Lp[0T; L2 (Ω)] norms for Lp [0T; L2 ()] boundary terms are derived. © 1986 American Mathematical Society.
Publication Title
Mathematics of Computation
Recommended Citation
Lasiecka, I. (1986). Galerkin approximations of abstract parabolic boundary value problems with rough boundary data-Lp theory. Mathematics of Computation, 47 (175), 55-75. https://doi.org/10.1090/S0025-5718-1986-0842123-X
COinS
