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Page 1: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 2: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 3: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 4: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 5: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 6: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 7: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 8: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 9: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 10: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
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Page 12: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 13: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 14: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 15: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 16: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 17: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 18: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
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Page 20: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 21: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 22: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 23: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 24: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 25: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 26: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 27: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 28: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
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Page 33: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 34: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 35: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 36: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 37: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
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Page 46: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete
Page 47: fulltext - University of Ljubljanaforstneric/papers/2003 Acta Math.pdf · F. FORSTNERIÖ The critical locus of a generically chosen holomorphic function on a Stein manifold is discrete

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