摘要
给出了流的庞加莱引理的详细证明,并给出它的应用结果。流的庞加莱引理是微分流形的流理论中的一个重要定理。它说明在一定条件下闭流可以上同调于一个光滑流。
This paper provided detailed proof of Poincare lemma for currents, and its application results. Poincare lemma for currents is an important theory in the current theory of differential manifolds. It shows a closed current can be cohomologous to a smooth form in some conditions.
出处
《同煤科技》
2008年第2期19-20,24,共3页
Datong Coal Science & Technology
关键词
光滑流
星形开集
上同调
smooth current
starshaped open subset
cohomologous