Recent Developments in Several Complex Variables. (AM-100), Volume 100 / / John Erik Fornaess.

• Superior document: Title is part of eBook package: De Gruyter Princeton Annals of Mathematics eBook-Package 1940-2020
• VerfasserIn: Fornaess, John Erik,
• MitwirkendeR: Alexander, H.,; Biancofiore, Aldo,; Brenton, Lawrence,; Burbea, Jacob,; Catlin, David,; Commichau, Michael,; D'Angelo, John P.,; Diederich, Klas,; Drucker, Daniel,; Ehrenpreis, Leon,; Fornaess, John Erik,; Graham, Ian,; Grauert, Hans,; Greene, R. E.,; Hortmann, Michael,; Jacobowitz, Howard,; Kohn, J. J.,; Krantz, Steven G.,; Laufer, Henry B.,; Lee, Hsuan-Pei,; Markoe, Andrew,; Morrow, J.,; Nagel, Alexander,; Pflug, Peter,; Prins, Geert C. E.,; Rossi, H.,; Sasaki, Takeshi,; Sibony, Nessim,; Stoll, Wilhelm,; Stout, Edgar Lee,; Takano, Kyoichi,; Tartakoff, David S.,; Tretkoff, Marvin D.,; Wainger, Stephen,; Wermer, John,; Yau, Stephen S. -T.,
• Place / Publishing House: Princeton, NJ : : Princeton University Press, , [2016]; ©1981
• Year of Publication: 2016
• Language: English
• Series: Annals of Mathematics Studies ; 100
• Physical Description: 1 online resource (464 p.)

The description for this book, Recent Developments in Several Complex Variables. (AM-100), Volume 100, will be forthcoming.

Table of Contents

• Frontmatter
• THE FOUNDING OF THE ANNALS STUDIES
• FOREWORD
• TABLE OF CONTENTS
• PROJECTIVE CAPACITY
• ANOTHER PROOF OF THE LEMMA OF THE LOGARITHMIC DERIVATIVE IN SEVERAL COMPLEX VARIABLES
• GRAPH THEORETIC TECHNIQUES IN ALGEBRAIC GEOMETRY I: THE EXTENDED DYNKIN DIAGRAM Ē8 AND MINIMAL SINGULAR COMPACTIFICATIONS OF C2
• ON METRICS AND DISTORTION THEOREMS
• NECESSARY CONDITIONS FOR SUBELLIPTICITY AND HYPOELLIPTICITY FOR THE ∂̅-NEUMANN PROBLEM ON PSEUDOCONVEX DOMAINS
• DAS FORMALE PRINZIP FÜR KOMPAKTE KOMPLEXE UNTERMANNIGFALTIGKEITEN MIT 1-POSITIVEM NORMALENBUNDEL
• PERTURBATIONS OF ANALYTIC VARIETIES
• BIHOLOMORPHIC MAPPINGS BETWEEN TWO-DIMENSIONAL HARTOGS DOMAINS WITH REAL-ANALYTIC BOUNDARIES
• NECESSARY CONDITIONS FOR HYPOELLIPTICITY OF THE (∂̅-PROBLEM)
• THE EDGE-OF-THE-WEDGE THEOREM FOR PARTIAL DIFFERENTIAL EQUATIONS
• THE RADIAL DERIVATIVE, FRACTIONAL INTEGRALS, AND THE COMPARATIVE GROWTH OF MEANS OF HOLOMORPHIC FUNCTIONS ON THE UNIT BALL IN Cn
• STABILITY PROPERTIES OF THE BERGMAN KERNEL AND CURVATURE PROPERTIES OF BOUNDED DOMAINS
• GLOBALE HOLOMORPHE KERNE ZUR LÖSUNG DER CAUCHY-RIEMANNSCHEN DIFFERENTIALGLEICHUNGEN
• MAPPINGS BETWEEN CR MANIFOLDS
• BOUNDARY REGULARITY OF ∂̅
• ON CP1 AS AN EXCEPTIONAL SET
• ORTHOGONAL MEASURES FOR SUBSETS OF THE BOUNDARY OF THE BALL IN C2
• A HOLOMORPHICALLY CONVEX ANALOGUE OF CARTAN'S THEOREM B
• SOME GENERAL RESULTS ON EQUIVALENCE OF EMBEDDINGS
• LIMITS OF BOUNDED HOLOMORPHIC FUNCTIONS ALONG CURVES
• ON APPELL'S SYSTEMS OF HYPERGEOMETRIC DIFFERENTIAL EQUATIONS
• A CLASS OF HYPERBOLIC MANIFOLDS
• INTERPOLATION MANIFOLDS
• SURVEY OF SOME RECENT RESULTS IN C∞ AND REAL ANALYTIC HYPOELLIPTICITY FOR PARTIAL DIFFERENTIAL OPERATORS WITH APPLICATIONS TO SEVERAL COMPLEX VARIABLES
• THE FERMAT SURFACE AND ITS PERIODS
• SHEAF COHOMOLOGY ON 1-CONVEX MANIFOLDS