## Conferences on Complex Analysis: Department of Mathematics, State University of New York at Buffalo : November 30-December 1, 1973 |

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### Contents

Andrew Markoe Maximal ideals of Stein algebras | 25 |

Range C approximations by holomorphic | 29 |

John Wermer Generators for AQ | 47 |

### Common terms and phrases

analytic space analytic structure Andrew Markoe Banach algebras Basener bounded dimension Buffalo Amherst C-Spec Cartan's theorem closed analytic subspace closed orbit compact support COMPLEX ANALYSIS complex tangent conjecture for Stein COROLLARY corona property CR submanifolds defining functions denote dense maximal ideal Denson Hill differential operator dimensional example exists fixed point foliation Forster's theorem Fourier series Frechet algebra Frechet space g.h. vector field global hypoellipticity Hence holomorphic functions holomorphically convex homogeneous space HYPERBOLIC EXCEPTIONAL POINTS hypersurface hypoelliptic isomorphic lemma Let F Levi-flat Liouville manifold Math maximal ideal space Maximum Modulus Principle MflD Michael's conjecture multiplicative linear functional non-negative non-zero obtain open neighborhood plurisubharmonic plurisubharmonic function PROPOSITION prove real submanifolds result Rochester Rochester S.U.N.Y. at Albany S.U.N.Y. at Buffalo satisfies semi-simple sequence sheaf Shilov boundary singular set Specm Stein algebra Stein space subset surjective totally real ultrafilter uniform algebra V-filter V(X)-ultrafilter Zame