Abstract
In this paper, the authors investigate the boundedness of Toeplitz product TfTg and Hankel product H*fHg on Fock-Sobolev space for $$f,g \in {\cal P}$$ . As a result, the boundedness of Toeplitz operator Tf and Hankel operator Hf with $$f \in {\cal P}$$ is characterized.
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