Tabla de Contenidos:
  • Front Cover; Differential Calculus and Holomorphy; Copyright Page; Contents; General Introduction; Part 0: A Review of the Linear Background; Introduction; 0.1 Locally convex spaces; 0.2 Bornological vector spaces; 0.3 Elements of duality; 0.4 Compact and nuclear mappings in normed spaces; 0.5 Schwartz and nuclear spaces; 0.6 A few classes of infinite dimensional spaces; 0.7 Compact and nuclear subsets of Fr�echet spaces; 0.8 Multilinear mappings and polynomials; Part I: Basic Differential Calculus and Holomorphy; Introduction; Chapter 1. Differentiable mappings, basic properties.