Classical boundary value problems for integrable temperatures in a domain
Volume 54 / 1991
Annales Polonici Mathematici 54 (1991), 29-44
DOI: 10.4064/ap-54-1-29-44
Abstract
Abstract. We study a Neumann problem for the heat equation in a cylindrical domain with C^1-base and data in h^1_c, a subspace of L^1. We derive our results, considering the action of an adjoint operator on B_TMOC, a predual of h^1_c, and using known properties of this last space.
