THE BESOV AND TRIEBEL-LIZORKIN SPACES WITH HIGH ORDER ON THE LIPSCHITZ CURVES

摘要

The Besov spaces Bpα,4（Γ）and Triebel-Lizorkin spaces Fpα,4（Γ）with high order x∈R ona Lipschitz curve Γ are defind,when 1≤p≤∞,1≤q≤∞.To compare to the classicalcase.a difference characterization of such spaces in the case|x|1 is given also.