We establish for a q-convex domain Ω ⊂ Cn existence results in Lp,k-12(Ω,loc) and Cp,k-1∞(Ω) for the equation ∂¯ u= f, where f is a (p, k)-form on Ω of degree k≥ q such that ∂¯ f= 0.
Existence and Interior Regularity Theorems for ∂¯ on Q-Convex Domains
Pinton S.
2019-01-01
Abstract
We establish for a q-convex domain Ω ⊂ Cn existence results in Lp,k-12(Ω,loc) and Cp,k-1∞(Ω) for the equation ∂¯ u= f, where f is a (p, k)-form on Ω of degree k≥ q such that ∂¯ f= 0.File in questo prodotto:
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