## Russian Mathematical Surveys |

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### Contents

Contents | 688 |

Complex analysis and differential topology on complex surfaces | 729 |

a theory of extremal problems like the analytic capacity | 753 |

Copyright | |

16 other sections not shown

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### Common terms and phrases

1991 Mathematics Subject Akad algebraic curve analogue analytic capacity analytic functions approximation arbitrary Arf function asymptotic automorphism boundary boundary-value problems Cauchy potential coefficients compact set configuration construction contours convex convex functional Corollary corresponding defined definition denote diffeomorphic differential disc Dokl elements elliptic English transl equations example finite following assertions formula Fuchsian group function f(z Golubev sums graph Hence holomorphic function homeomorphic inequality integral intersection invariant isomorphic Lemma Let us consider linear space manifold Mathematics Subject Classification matrix measure metric Moscow Moscow State University Nauk SSSR non-negative norm obtain operator orientation parameters partial geometry piecewise linear plane proof Proposition proved pseudoconvex domain real algebraic curve representation satisfies sequence singularity skew field smooth solution sphere spinor bundle Stein domain Stein manifold Stein neighbourhoods strictly pseudoconvex subspace Theorem theory topological triangle two-dimensional Uspekhi Mat vector vertex vertices zero