Supported by Zhejiang Provincial Natural Science Foundation of China under Grant (No.M103069) supported by the Education Dept. of Zhejiang Province(20021022)
<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
For a special class of non-injective maps on Riemannian manifolds an upper bound for the fractal dimension of invariant set in terms of singular values of the t