Global Existence in H^2 for a 1-d Non-monotone Fluid

一维非单调流体模型在H^2中解的整体存在性(英文)

In this paper, we prove the existence in H＋^2, an incomplete metric subspace of H^2×H^2×H^2, of global solutions to the system for a one-dimensional non-monotone fluid in bounded domainΩ=（0,1）. The results in this paper have improved those previously related results.