本文研究了Fp空间上的复合算子的几个问题.应用泛函分析的方法研究了Fp(相应地,Ep,0)空间到Bloch空间的复合算子的有界性和紧性的若干充分和必要条件.此外,
In this paper,we study composition operators associated with Fp space.By the means of functional analysis,we study some necessary and sufficient conditions for composition operators Cφ to be bounded and compact from Fp(resp.F(p,0)) to B.In addition,we also characterize the isometric composition operators from B to Fp for 1 ≤ p 〈∞ and show that no composition operator on F(p,0) for 0〈 p 〈∞is Fredholm,which extend some previous results.