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Several Complex Variables, Part 2
 
Edited by: R. O. Wells, Jr.
Several Complex Variables, Part 2
Softcover ISBN:  978-0-8218-0250-2
Product Code:  PSPUM/30.2
List Price: $139.00
MAA Member Price: $125.10
AMS Member Price: $111.20
eBook ISBN:  978-0-8218-9318-0
Product Code:  PSPUM/30.2.E
List Price: $135.00
MAA Member Price: $121.50
AMS Member Price: $108.00
Softcover ISBN:  978-0-8218-0250-2
eBook: ISBN:  978-0-8218-9318-0
Product Code:  PSPUM/30.2.B
List Price: $274.00 $206.50
MAA Member Price: $246.60 $185.85
AMS Member Price: $219.20 $165.20
Add to cart
Several Complex Variables, Part 2
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Several Complex Variables, Part 2
Edited by: R. O. Wells, Jr.
Softcover ISBN:  978-0-8218-0250-2
Product Code:  PSPUM/30.2
List Price: $139.00
MAA Member Price: $125.10
AMS Member Price: $111.20
eBook ISBN:  978-0-8218-9318-0
Product Code:  PSPUM/30.2.E
List Price: $135.00
MAA Member Price: $121.50
AMS Member Price: $108.00
Softcover ISBN:  978-0-8218-0250-2
eBook ISBN:  978-0-8218-9318-0
Product Code:  PSPUM/30.2.B
List Price: $274.00 $206.50
MAA Member Price: $246.60 $185.85
AMS Member Price: $219.20 $165.20
Add to cart
  • Book Details
     
     
    Proceedings of Symposia in Pure Mathematics
    Volume: 30; 1977; 328 pp
    MSC: Primary 32

    Contains sections on Noncompact complex manifolds, Differential geometry and complex analysis, Problems in approximation, Value distribution theory, Group representation and harmonic analysis, Survey papers.
    This item is also available as part of a set:
  • Table of Contents
     
     
    • Noncompact complex manifolds
    • Richard F. Basener — Nonlinear Cauchy-Riemann equations and $q$-convexity [ MR 0445007 ]
    • Joseph A. Becker and William R. Zame — Homomorphisms into analytic rings [ MR 0454050 ]
    • Eric Bedford — Continuation of smooth holomorphic functions over analytic hypersurfaces [ MR 0450609 ]
    • Jérôme Brun — The Levi problem in holomorphic bundles with compact fibre [ MR 0447628 ]
    • Klas Diederich and John Erik Fornaess — Properties of pseudoconvex domains with smooth boundaries [ MR 0450617 ]
    • G. Elencwajg — Kähler manifolds and the Levi problem [ MR 0445002 ]
    • Alan T. Huckleberry — The holomorphic convexity of pseudoconvex complex manifolds [ MR 0450611 ]
    • R. Michael Range — Hölder estimates for $\overline \partial $ on convex domains in $C^2$ with real analytic boundary [ MR 0450619 ]
    • Michael Schneider — Lefschetz theorems and a vanishing theorem of Grauert-Riemenschneider [ MR 0454063 ]
    • Alessandro Silva — Embedding strongly $(1, 1)$-convex-concave spaces in $C^N \times P_M$ [ MR 0445008 ]
    • Yum Tong Siu — The Levi problem [ MR 0473242 ]
    • Andrew John Sommese — On holomorphic jet bundles [ MR 0481137 ]
    • Vo Van Tan — On the classification of holomorphically convex spaces [ MR 0460716 ]
    • R. O. Wells, Jr. and Joseph A. Wolf — Poincaré theta series and $L_1$ cohomology
    • Principal lecture 4
    • R. E. Greene and H. Wu — Analysis on noncompact Kähler manifolds [ MR 0460699 ]
    • Differential geometry and complex analysis
    • Simone Dolbeault — Moving frames in Hermitian geometry [ MR 0474160 ]
    • Peter B. Gilkey — Local invariants of real and complex Riemannian manifolds [ MR 0450604 ]
    • Paul Klembeck — Function theory on complete open Hermitian manifolds [ MR 0460701 ]
    • H. Blaine Lawson, Jr. — The question of holomorphic carriers [ MR 0450605 ]
    • R. O. Wells, Jr. — Deformations of strongly pseudoconvex domains in $C^2$ [ MR 0454069 ]
    • Marcus W. Wright — The behavior of the infinitesimal Kobayashi pseudometric in deformations and on algebraic manifolds of general type [ MR 0450624 ]
    • Paul Yang — Curvature of complex submanifolds of $C^n$ [ MR 0450606 ]
    • Principal lecture 5
    • D. Burns, Jr. and S. Shnider — Real hypersurfaces in complex manifolds [ MR 0450603 ]
    • Problems in approximations
    • H. Alexander — Proper holomorphic mappings of bounded domains [ MR 0454065 ]
    • N. Kerzman — A property of unions of admissible domains [ MR 0499324 ]
    • Jeffrey Nunemacher — Approximation theory on CR submanifolds [ MR 0450616 ]
    • Barnet M. Weinstock — Uniform approximation and the Cauchy-Fantappie integral [ MR 0460720 ]
    • William R. Zame — Uniform algebras on plane domains [ MR 0493366 ]
    • Principal lecture 6
    • Otto Forster — Power series methods in deformation theory [ MR 0470250 ]
    • Value distribution theory
    • Theodore J. Barth — Separate analyticity, separate normality, and radial normality for mappings [ MR 0447637 ]
    • James A. Carlson — A result on the value distribution of holomorphic maps $f: \mathbf {C}^n \to \mathbf {C}^n$
    • Michael J. Cowen and Ronald G. Douglas — Operator theory and complex geometry [ MR 0451012 ]
    • S. J. Drouilhet — A unicity theorem for equidimensional holomorphic maps [ MR 0450625 ]
    • Peter Kiernan — Meromorphic mappings into compact complex spaces of general type [ MR 0447639 ]
    • Pierre Lelong — Real and semireal zeros of entire functions in $C^n$ [ MR 0457780 ]
    • John Murray — A defect relation on Stein manifolds [ MR 0466642 ]
    • Takushiro Ochiai — On holomorphic curves in algebraic varieties with ample irregularity [ MR 0508157 ]
    • Wilhelm Stoll — Value distribution on parabolic spaces [ MR 0450626 ]
    • Chia Chi Tung — On the equidistribution theory of holomorphic maps [ MR 0450627 ]
    • Group representation and harmonic analysis
    • Louis Auslander — Theta functions with characteristic, and distinguished subspaces of the Heisenberg manifold [ MR 0453921 ]
    • Luis A. Frota-Mattos — The complex-analytic extension of the Fourier series on Lie groups [ MR 0477608 ]
    • Kenneth I. Gross and Ray A. Kunze — Analysis on matrix space and certain Siegel domains [ MR 0447482 ]
    • Adam Korányi — Boundary behaviour of holomorphic functions on bounded symmetric domains [ MR 0457799 ]
    • I. I. Pyatetskiĭ-Shapiro and M. E. Novodvorsky — Rankin-Selberg method in the theory of automorphic forms
    • Hugo Rossi and Michele Vergne — Tangential Cauchy-Riemann equations associated with a Siegel domain [ MR 0447647 ]
    • Ichirô Satake — On symmetric and quasi-symmetric Siegel domains [ MR 0457797 ]
    • Floyd L. Williams — Complex homogeneous bundles and finite-dimensional representation theory [ MR 0444846 ]
  • Requests
     
     
    Review Copy – for publishers of book reviews
    Permission – for use of book, eBook, or Journal content
    Accessibility – to request an alternate format of an AMS title
Proceedings of Symposia in Pure Mathematics
Volume: 30; 1977; 328 pp
MSC: Primary 32

Contains sections on Noncompact complex manifolds, Differential geometry and complex analysis, Problems in approximation, Value distribution theory, Group representation and harmonic analysis, Survey papers.
This item is also available as part of a set:
  • Noncompact complex manifolds
  • Richard F. Basener — Nonlinear Cauchy-Riemann equations and $q$-convexity [ MR 0445007 ]
  • Joseph A. Becker and William R. Zame — Homomorphisms into analytic rings [ MR 0454050 ]
  • Eric Bedford — Continuation of smooth holomorphic functions over analytic hypersurfaces [ MR 0450609 ]
  • Jérôme Brun — The Levi problem in holomorphic bundles with compact fibre [ MR 0447628 ]
  • Klas Diederich and John Erik Fornaess — Properties of pseudoconvex domains with smooth boundaries [ MR 0450617 ]
  • G. Elencwajg — Kähler manifolds and the Levi problem [ MR 0445002 ]
  • Alan T. Huckleberry — The holomorphic convexity of pseudoconvex complex manifolds [ MR 0450611 ]
  • R. Michael Range — Hölder estimates for $\overline \partial $ on convex domains in $C^2$ with real analytic boundary [ MR 0450619 ]
  • Michael Schneider — Lefschetz theorems and a vanishing theorem of Grauert-Riemenschneider [ MR 0454063 ]
  • Alessandro Silva — Embedding strongly $(1, 1)$-convex-concave spaces in $C^N \times P_M$ [ MR 0445008 ]
  • Yum Tong Siu — The Levi problem [ MR 0473242 ]
  • Andrew John Sommese — On holomorphic jet bundles [ MR 0481137 ]
  • Vo Van Tan — On the classification of holomorphically convex spaces [ MR 0460716 ]
  • R. O. Wells, Jr. and Joseph A. Wolf — Poincaré theta series and $L_1$ cohomology
  • Principal lecture 4
  • R. E. Greene and H. Wu — Analysis on noncompact Kähler manifolds [ MR 0460699 ]
  • Differential geometry and complex analysis
  • Simone Dolbeault — Moving frames in Hermitian geometry [ MR 0474160 ]
  • Peter B. Gilkey — Local invariants of real and complex Riemannian manifolds [ MR 0450604 ]
  • Paul Klembeck — Function theory on complete open Hermitian manifolds [ MR 0460701 ]
  • H. Blaine Lawson, Jr. — The question of holomorphic carriers [ MR 0450605 ]
  • R. O. Wells, Jr. — Deformations of strongly pseudoconvex domains in $C^2$ [ MR 0454069 ]
  • Marcus W. Wright — The behavior of the infinitesimal Kobayashi pseudometric in deformations and on algebraic manifolds of general type [ MR 0450624 ]
  • Paul Yang — Curvature of complex submanifolds of $C^n$ [ MR 0450606 ]
  • Principal lecture 5
  • D. Burns, Jr. and S. Shnider — Real hypersurfaces in complex manifolds [ MR 0450603 ]
  • Problems in approximations
  • H. Alexander — Proper holomorphic mappings of bounded domains [ MR 0454065 ]
  • N. Kerzman — A property of unions of admissible domains [ MR 0499324 ]
  • Jeffrey Nunemacher — Approximation theory on CR submanifolds [ MR 0450616 ]
  • Barnet M. Weinstock — Uniform approximation and the Cauchy-Fantappie integral [ MR 0460720 ]
  • William R. Zame — Uniform algebras on plane domains [ MR 0493366 ]
  • Principal lecture 6
  • Otto Forster — Power series methods in deformation theory [ MR 0470250 ]
  • Value distribution theory
  • Theodore J. Barth — Separate analyticity, separate normality, and radial normality for mappings [ MR 0447637 ]
  • James A. Carlson — A result on the value distribution of holomorphic maps $f: \mathbf {C}^n \to \mathbf {C}^n$
  • Michael J. Cowen and Ronald G. Douglas — Operator theory and complex geometry [ MR 0451012 ]
  • S. J. Drouilhet — A unicity theorem for equidimensional holomorphic maps [ MR 0450625 ]
  • Peter Kiernan — Meromorphic mappings into compact complex spaces of general type [ MR 0447639 ]
  • Pierre Lelong — Real and semireal zeros of entire functions in $C^n$ [ MR 0457780 ]
  • John Murray — A defect relation on Stein manifolds [ MR 0466642 ]
  • Takushiro Ochiai — On holomorphic curves in algebraic varieties with ample irregularity [ MR 0508157 ]
  • Wilhelm Stoll — Value distribution on parabolic spaces [ MR 0450626 ]
  • Chia Chi Tung — On the equidistribution theory of holomorphic maps [ MR 0450627 ]
  • Group representation and harmonic analysis
  • Louis Auslander — Theta functions with characteristic, and distinguished subspaces of the Heisenberg manifold [ MR 0453921 ]
  • Luis A. Frota-Mattos — The complex-analytic extension of the Fourier series on Lie groups [ MR 0477608 ]
  • Kenneth I. Gross and Ray A. Kunze — Analysis on matrix space and certain Siegel domains [ MR 0447482 ]
  • Adam Korányi — Boundary behaviour of holomorphic functions on bounded symmetric domains [ MR 0457799 ]
  • I. I. Pyatetskiĭ-Shapiro and M. E. Novodvorsky — Rankin-Selberg method in the theory of automorphic forms
  • Hugo Rossi and Michele Vergne — Tangential Cauchy-Riemann equations associated with a Siegel domain [ MR 0447647 ]
  • Ichirô Satake — On symmetric and quasi-symmetric Siegel domains [ MR 0457797 ]
  • Floyd L. Williams — Complex homogeneous bundles and finite-dimensional representation theory [ MR 0444846 ]
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Permission – for use of book, eBook, or Journal content
Accessibility – to request an alternate format of an AMS title
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