Toeplitz operators between large Fock spaces

Fredholm and Schatten Class Operators on Bergman Spaces with Exponential Weights

“…Also, Luecking [12] characterized the Schatten p-class of the Hankel operators H f on the Bergman spaces, and Zhang et al [11] characterized the Schatten p-class Hankel operators with general symbols on the Bergman spaces with exponential weights when 0 < p < ∞. The definition of S h was first introduced by EI-Falla et al [13], and Arroussi et al [14] characterized the h-Schatten class Toeplitz operators on large Fock spaces, where h is a continuous increasing convex function. At present, we will characterize h-Schatten class Toeplitz and Hankel operators on A 2 φ .…”