Théorie L p et dualité de Serre pour l’équation de Cauchy-Riemann

Author:

Laurent-Thiébaut Christine

Publisher

Cellule MathDoc/CEDRAM

Reference24 articles.

1. [1] AbdelKader (O.) and Khidr (S.).— L p -estimates for solutions of ∂ ¯-equation on strongly q-convex domains, Mathematica Slovaca 54, p. 337-348 (2004).

2. [2] AbdelKader (O.) and Khidr (S.).— Solutions to ∂ ¯-equation on strongly pseudo-convex domains with L p -estimates, Electronic Journal of Differential Equations 73, p. 1-9 (2004).

3. [3] AbdelKader (O.) and Khidr (S.).— Solutions to ∂ ¯-equation on strongly q-convex domains with L p -estimates, International Journal of Geometric Methods in Modern Physics 1, p. 739-749 (2004).

4. [4] Amar (E.).— An Andreotti-Grauert theorem with L r estimates, ArXiv :1203.0759v3, (2012).

5. [5] Amar (E.) and Mongodi (S.).— On L r hypoellipticity of solutions with compact support of the Cauchy-Riemann equation, Ann. Mat. Pura Appl. 193, p. 999-1018 (2014).

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