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References
BERS, L.-Introduction to several complex veriables. Lecture notes, New York University, 1962–1963.
FOLLAND, G. and KOHN, J.J.-The Neumann problem for the Cauchy-Riemann complex. Annals of Mathematics Studies 75. Princeton University Press, 1972.
GRAUERT, H. and LIEB, I.-Das Ramirezsche Integral/und die Lösung der Gleichung \(\bar \partial\)f=α im Bereich der beschränkten Formen. Rice Univ. Studies 56 (1970) no. 2 29–50.
HELGASON, S.-Differential Geometry and Symmetric Spaces. New York, Academic Press, 1962.
HENKIN, G.M.-Integral representations of functions holomorphic in strictly pseudoconvex domains and some applications. Mat. Sb. 78 (120) (1969), 611–632. Eng. trl. Math. USSR Sb. 7 (1969) 597–616.
HENKIN, G.M.-Integral representations for functions in strictly pseudoconvex domains and application to the \(\bar \partial\) problem. Mat. Sb. 82 (124) (1970), 300–308. Eng. trl. Math. USSR Sb. 11 (1970) 273–282.
HÖRMANDER, L.-An introduction to complex ananalysis in several variables. Van Nostrand, Princeton 1966.
KERZMAN, N.-Hölder and Lp estimates for solutions of \(\bar \partial\)u=f in strongly pseudoconvex domains. Comm. Pure Appl. Math. 24 (1971) 301–379.
KERZMAN, N.-The Bergman kernel function. Differentiability at the boundary. Math. Annalen, 195, 1972, 149–158.
LIEB, I.-Die Cauchy-Riemannschen Differentialgleichungen auf streng pseudokonvexen Gebieten. I. Beschrankte Losungen II.Stetige Randwerte. Math. Annalen, 190, 1970, 6–45.
LIEB, I.-Ein approximationssatz auf streng Pseudokonvexen Gebieten, Mat. Annalen 184. 1969, 56–60.
OVRELID, N.-Integral representation formulas and Lp estimates for the \(\bar \partial\)-equation. Math. Scan. (29) 1971, 137–160.
ØVRELID, N.-Proceedings of this conference.
RAMIREZ de A. E.-Ein divisionsproblem und Randintegraldarstellungen in der komplexen Analysis, Math. Annalen 184, 1970, 172–187.
ROMANOV, A.V. and HENKIN, G.M.-Exact Hölder estimates for the solutions of the \(\bar \partial\) equation. Izv., Mat, 35 (1971) no. 5, 1180–1192. Eng. trl. Math. USSR Izv. Vol. 5 (1971) no. 5 1180–1192.
ROSSI, H.-Strongly pseudoconvex domains. Lecture notes in modern analysis and applications I. Springer Verlag, Vol. 103, 1969, 10–29.
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Kerzman, N. (1973). Remarks on estimates for the \(\bar \partial\) equation. In: Akutowicz, E.J. (eds) L'Analyse Harmonique dans le Domaine Complexe. Lecture Notes in Mathematics, vol 336. Springer, Berlin, Heidelberg. https://doi.org/10.1007/BFb0065792
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DOI: https://doi.org/10.1007/BFb0065792
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