Generalized Integral Composition Operators Between Fock Spaces
In this paper,we study the generalized integral composition operators between different Fock spaces Fp and Fq with 0<p,q ≤ ∞.We first characterize bounded and compact differences of two generalized integral composition operators,and then estimate the essential norm of the difference.In addition,we study the path connected subsets of the space of the generalized integral composition operators.
Fock spacegeneralized integral composition operatorsdifferencepath connectedness