Pages that link to "Item:Q650857"

The following pages link to Cauchy-Fantappiè transformation and mutual dualities between \(A^{- \infty}(\varOmega)\) and \(A^\infty(\tilde {\varOmega})\) for lineally convex domains (Q650857):

Displaying 7 items.

• Cauchy transformation and mutual dualities between \(A^{-\infty}(\Omega)\) and \(A^\infty(\complement\Omega)\) for Carathéodory domains (Q267515) (← links)
• Line bundles defined by the Schwarz function (Q1668692) (← links)
• Analytic description of the spaces dual to spaces of holomorphic functions of given growth on Carathéodory domains (Q1731468) (← links)
• On the duality between \(A^{-\infty }(D)\) and \(A^{-\infty }_D\) for convex domains (Q2271996) (← links)
• Linear continuous right inverse to convolution operator in spaces of holomorphic functions of polynomial growth (Q2516399) (← links)
• Mutual dualities between<i>A</i>^−∞(Ω) and for lineally convex domains (Q2862977) (← links)
• Cauchy-Fantappiè-Leray formulas with local sections and the inverse Fantappiè transform (Q4017133) (← links)