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Mathematisches Institut
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Publikationen Prof. Dr. Frank Kutzschebauch

  • Kutzschebauch, F.: A new proof of Carleson’s embedding theorem for the ball. Vestnik Sankt Peterburg Univ. Math 25 (1992), 58–60
  • Heinzner, P.; Kutzschebauch, F.: Le principe d’Oka équivariant. C.R. Acad. Sci. Paris. 315 Nr.1, 1265–1267 (1992)
  • Heinzner, P.; Kutzschebauch, F.: An equivariant version of Grauert’s Oka principle. Invent. math. 119, 317–346 (1995)
  • Heinzner, P.; Huckleberry, A. T.; Kutzschebauch, F.: A real analytic version of Abels’ Theorem and complexification of proper Lie group actions. Lecture Notes in Pure and Appl. Math. 173, Decker New York 1996.
  • Kutzschebauch, F.: On the uniqueness of the analyticity of a proper G-action. Manu. Math. 90, 17–22 (1996)
  • Kraft, H, Kutzschebauch, F.: Equivariant line bundles and linearization. Math. Res. Letters 3, 619–627 (1996)
  • Derksen, H., Kutzschebauch, F.: Nonlinearizable holomorphic group actions. Math. Ann. 311, 41–53 (1998)
  • Kutzschebauch, F.: Compact and reductive subgroups of the group of holomorphic automorphisms of Cn. RIMS Kokyuroku 1033, 81–94 (1998)
  • Derksen, H., Kutzschebauch, F.: Global holomorphic linearization of actions of compact Lie groups on Cn. Contemporary Math. 222, 201–211 (1998)
  • Derksen, H., Kutzschebauch, F., Winkelmann, J.: Subvarieties of Cn with Non-Extendible Automorphisms. J. reine angew. Math. 508, 213–235 (1999)
  • Kutzschebauch, F., Loose F.: Real analytic structures on a symplectic manifold. Proc. Amer. Math. Soc. 128, 3009–3016 (2000)
  • Kutzschebauch, F.: Andersèn-Lempert-theory with parameters: a representation theoretic point of view. J. Algebra Appl. 4, no. 3, 325–340 (2005)
  • Ekholm, T., Kutzschebauch, F.: Total curvature and area of curves with cusps and of surface maps. Math. Scand. 96, no. 2, 224–242 (2005)
  • Kutzschebauch, F.: Some results on embedding Stein spaces with interpolation. Ark. Mat. 43, no. 2, 419–425. (2005)
  • Borell, S., Kutzschebauch, F.: Non-equivalent embeddings into complex euclidean spaces. Intern. J. of Math. 17, no. 9 1033–1046 (2006)
  • Forstnerič, F., Ivarsson, B., Kutzschebauch, F., Prezelj, J.: An interpolation theorem for proper holomorphic embeddings. Math. Ann. 338, no.3, 545–554 (2007)
  • Kaliman, S., Kutzschebauch, F.: Density property for hypersurfaces uv = f(x). Math. Z. 258, no. 1, 115–131 (2008)
  • Kaliman, S., Kutzschebauch, F.: Criteria for the density property of complex manifolds. Invent. math. 172, no. 1, 71–87 (2008)
  • Borel, S., Kutzschebauch, F.: Embeddings through discrete sets of balls. Ark. Mat. 46 (2008), no. 2, 251–269
  • Borel, S., Kutzschebauch, F., Wold E.F.: Proper holomorphic discs in the complement of varieties in C2. Math. Res. Lett. 15 (2008), no. 4, 821–826.
  • Ivarsson, B., Kutzschebauch, F.: A solution of Gromov's Vaserstein problem. C. R. Math. Acad. Sci. Paris 346 (2008), no. 23-24, 1239–1243
  • Kutzschebauch, F., Løw, E., Wold E. F.: Embedding some Riemann surfaces into C2 with interpolation. Math. Z. 262 (2009), no. 3, 603–611
  • Kaliman, S., Kutzschebauch, F.: The algebraic volume density property for affine algebraic manifolds, Invent. Math. 181 (2010), 605–647
  • Baader, S., Kutzschebauch, F., Wold E.F.: 0. Knotted holomorphic discs in C2. J. Reine Angew. Math. 648 (2010), 69 - 73
  • Kutzschebauch, F., Lind, A.: Holomorphic Automorphisms of Danielewski surfaces I - density of the group of overshears. Proc. Amer. Math. Soc. 139 (2011), no. 11, 3915 - 3927
  • Ivarsson, B., Kutzschebauch, F.: Holomorphic factorization of mappings into SLn (C). Ann. Math. 175 (2012), no. 1., 45 - 69
  • Ivarsson, B., Kutzschebauch, F.: On the number of factors in the unipotent factorization of holomorphic mappings into SL2 (C). Proc. Amer. Math. Soc. 140 (2012), 823 - 838
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