<正>Let D(U,V,W) be an oriented 3-partite graph with |U|=P,|V|=q and|W|=r. For any vertex x in D(U,V,W),let d_x~+ and d_x~- be the outdegree and indegree of x r
Based on locally compact perturbations of the identity map similar to the Fredholm structures on real Banach manifolds, complex manifolds with inverse mapping t
<正>In the book[1]H.Triebel introduces the distributional dimension of fractals in an analytical form and proves that:forΓas a non-empty set in R~n with Lebesg