Hankel operators between different doubling Fock spaces.

In this paper, we study Hankel operators on the doubling Fock spaces for all possible 1 ≤ p , q < ∞ . We characterize those symbols f for which the Hankel operators H f and H f ¯ are simultaneously bounded or compact from doubling Fock space F φ p to Lebesgue space L φ q , where φ is a nonzero subharmonic function such that Δ φ d A is a doubling measure. [ABSTRACT FROM AUTHOR]