A Class Of Integral Operators Induced By The Harmonic Fock Kernel

There are extensive research about the operator theory on Fock space in recent years,but research about the harmonic Fock space is rare.In this article,we prove the boundedness of the point-valuated functional,calculate the reproducing kernel function of the harmonic Fock space and describe the boundedness and the norm of a class of integral operators induced by the reproducing kernel function.