Partially supported by the NNSF of China(No.10471134);SRFDP;NCET
Polynomial approximation is studied on bounded symmetric domain Ω in C^n for holomorphic function spaces X such as Bloch-type spaces, Bergman-type spaces, Hardy spaces, Ω algebra and Lipschitz space. We extend the c...
This work was supported by the National Natural Science Foundation of China(Grant No.10471134);grants from Specialized Research Fund for the doctoral program of Higher Education(SRFDP20050358052);Program for New Century Excellent Talents in University(NCET-05-0539).
In the paper, we characterize the coefficient multiplier spaces of mixed norm spaces (Hp,q((?)1),Hu,v((?)2)) for the values of p, q, u, v in three cases: (i)0
supported by the National Natural Science Foundation of China(Grant No.10471134).
Let Ω be a G-invariant convex domain in RN including 0, where G is a Coxeter group associated with reduced root system R. We consider functions f defined in Ω which are Dunkl polyharmonic, i.e. (△h)nf =0 for some i...