Abstract:
Different properties of Volterra-type integral operator have been studied in the past two decades
on several functional spaces. In particular, on Fock spaces Volterra type integral operator
studied by (Constantin, 2012 and Mengestie, 2013). The schatten class membership of Volterra
type integral operators on Fock spaces were studied also by (Constantin, 2012 and Mengestie,
2013). However, the schatten class membership of generalized integration operator on Fock
spaces is not studied. So the purpose of this thesis is to fill this gap and study schatten
class membership of generalized integration operator on Fock spaces. The result of this thesis
generalize the works of (Constantin, 2012 and Mengestie
