摘要 : We consider the L-p (partial derivativeOmega) Neumann problem for the heat equation when 1 < p < 2 in a time varying domain Omega. Using a perturbation technique and previous L-2(partial derivativeOmega) Neumann results, the autho... 展开 We consider the L-p (partial derivativeOmega) Neumann problem for the heat equation when 1 < p < 2 in a time varying domain Omega. Using a perturbation technique and previous L-2(partial derivativeOmega) Neumann results, the authors obtain a generalization of earlier work in caloric cylinders.(C) 2004 Elsevier Inc. All rights reserved. 收起