References
Bedford, E., Fornaess, J.E.: Complex manifolds in pseudoconvex boundaries. Duke Math. J.48, 279–288 (1981)
Chaumat, J., Chollet, A.M.: Ensembles pics pourA ∞(D). Ann. Inst. Fourier.29, 171–200 (1979)
Chaumat, J., Chollet, A.M.: Caractérisation et propriétés des ensembles localement pics deA ∞(D). Duke Math. J.47, 763–787 (1980)
Fornaess, J.E., Henriksen, B.S.: Characterization of global peak sets forA ∞(D). Math. Ann.259, 125–130 (1982)
Greenfield, S.J.: Cauchy-Riemann equations in several variables. Ann. Scuola Norm. Sup. Pisa. Cl. Sci.22, 275–314 (1968).
Hakim, M., Sibony, N.: Quelques conditions pour l'existence de fonctions pics dans des domains pseudoconvexes. Duke Math. J.44, 399–406 (1977)
Hakim, M., Sibony, N.: Ensembles pics dans des domaines strictement pseudoconvexes. Duke Math. J.45, 601–617 (1978)
Harvey, F.R., Wells, R.O.Jr.: Zero sets of non-negative strictly plurisubharmonic functions. Math. Ann.201, 165–170 (1973)
Hunt, L.R., Wells, R.O.Jr.: Holomorphic extension for non genericCR-submanifolds. Proc. Sympos. Pure Math.27, 81–88, American Mathematical Society, Providence R. I (1975)
Kohn, J.J.: Global regularity for\(\bar \partial \) on weakly pseudoconvex manifolds. Trans. Amer. Math. Soc.181, 273–292 (1973)
Kohn, J.J.: Methods of partial differential equations in complex analysis. Proc. Sympos. Pure Math.30, 215–237, American Mathematical Society, Providence R.I. (1977)
Nirenberg, R.: On the H. Lewy extension phenomenom. Trans. Amer. Math. Soc.168, 337–356 (1972)
Nirenberg, R., Wells, R.O.Jr.: Approximation theorems on differentiable submanifolds of a complex manifold. Trans. Amer. Math. Soc.142, 15–25 (1969)
Noell, A.V.: Properties of peak sets in weakly pseudoconvex boundaries in ℂ2. Dissertation. Princeton University 1983
Wells, R.O.Jr.: Holomorphic hulls and holomorphic convexity of differentiable submanifolds. Trans. Amer. Math. Soc.132, 245–262 (1968)
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Iordan, A. Peak sets in weakly pseudoconvex domains. Math Z 188, 171–188 (1985). https://doi.org/10.1007/BF01304206
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DOI: https://doi.org/10.1007/BF01304206