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Table des matières de ce fascicule | Article précédent | Article suivant
de Bartolomeis, Paolo; Tomassini, Giuseppe
Traces of pluriharmonic functions. Compositio Mathematica, 44 no. 1-3 (1981), p. 29-39
Texte intégral djvu | pdf | Analyses MR 662454 | Zbl 0484.32007
URL stable: http://www.numdam.org/item?id=CM_1981__44_1-3_29_0
[1] T. Audibert: Caractérisation locale par des opérateurs differentiels des restrictions à la sphère de Cn des fonctions pluriharmoniques C.R.A.S. (1977) A284 1029-1031. MR 432917 | Zbl 0346.31004
[2] E. Bedford: (∂∂)b and the real part of CR functions Indiana Univ. Math. J. (1980) 29 3 333-340. Zbl 0441.32008
[3] E. Bedford, P. Federbush: Pluriharmonic boundary values Tohoku Math. (1974) 26 505-511.
Article | MR 361160 | Zbl 0298.31012
[4] V. Belosapka: Functions pluriharmonic on manifolds Math. U.S.S.R. Isvestija (1978) 12 439-447. Zbl 0452.31002
[5] P. de Bartolomeis, G. Tomassini: Traces of pluriharmonic functions Analytic Functions Kozubnik 1979 Lecture Notes in Math. 798 Springer (1980) 10-17. MR 577445 | Zbl 0431.32006
[6] J.J. Kohn, U. Rossi: On the extension of holomorphic functions from the boundary of a complex manifold Ann. of Math. (1965) 81 451-473. MR 177135 | Zbl 0166.33802
[7] G. Laville: Fonctions pluriharmoniques et solution fondamentale d'un opérateur du 4e ordre Bull. Sc. Math. 2s. (1977) 101 305-317. MR 477147 | Zbl 0397.35021
[8] S. Lojasiewicz, G. Tomassini: Valeurs au bord des formes holomorphes Several Complex Variables, Proceedings of International Conferences, Cortona Italy 1976- 1977 222-245 Scuola Normale Superiore, Pisa (1978). MR 681313 | Zbl 0445.58028
[9] J. Polking, R.O. Wells: Boundary values of Dolbeault Cohomology classes and a generalized Bochner-Hartogs Theorem Abh. Math. Sem. Univ. Hamburg (1978) 47 3-24. MR 504111 | Zbl 0379.32019
[10] G.B. Rizza: Dirichlet problem for n-harmonic functions and related geometrical properties Math. Ann. Bd. (1955) 130 s.202-218. MR 74881 | Zbl 0067.33004
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