I. Analytic Functions of One Complex Variable
II. Elementary Properties of Functions of Several Complex
Variables
III. Applications to Commutative Banach Algebras
IV. L2 Estimates and Existence Theorems for the Operator
V. Stein Manifolds
VI. Local Properties of Analytic Functions
VII. Coherent Analytic Sheaves on Stein Manifolds. Bibliography
"...third edition of this well-known, self-contained exposition of
complex analysis from point of view of the theory of partial
differential equations..." --Bulletin of the American Mathematical
Society
"...this new edition ... remains a basic reference and compulsory
reading for the new generations of complex analysts." --Revue
Roumaine de Mathématiques Pures et Appliquées
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