CORONA TYPE DECOMPOSITION IN SOME BESOV SPACES

摘要

Let g_1, g_m be holomorphic functions on the nuit ball of C~n and consider the map M_g: H(B)*H(B)-H(B) defined by M_g(f)(z)=gj (z) f_j (z). Let us denote by either the usual Bloch space or the Sobolev space W_1 intersction the space of holomorphic functions.