1 research outputs found
Sobolev space estimates for solutions of the equation ∂¯u=f on polycylinders
In trying to improve Weinstock's results on approximation
by holomorphic functions on certain product domains, we
are led to estimates in Sobolev spaces for the ∂¯-operator on polycylinders for (γ,q)-forms.
This generalizes our results for the same operator on
polycylinders previously obtained, and can be applied to a number
of other problems such as the Corona problem