Analyse. III : calcul intégral / Laurent Schwartz

Auteur: Schwartz, Laurent (1915-2002) - AuteurAuteur secondaire : Zizi, Khelifa - CollaborateurType de document: MonographieCollection: Enseignement des sciences ; 44Langue: françaisPays: FranceÉditeur: Paris : Hermann, 1998Edition: nouvelle édition corrigéeDescription: 1 vol. (452 p.) ; 24 cm ISBN: 2705661632 ; br. Note: Contents: Chapter V. Measure Theory: §1 Riemann integral on the real axis; §2 Measurable spaces and exterior measure; §3 Upper integral associated to a positive measure; §4 Radon measures on a locally compact space; §5 Upper integral associated to a positive Radon measure; §6 Measurable functions and convergence in measure; §7 Vector-valued integrable functions; §8 L p -spaces; §9 Vector measures; §10 The Lebesgue-Radon-Nikodym theorems and duality; §11 A measure associated to a map and a given measure; §12 Fubini-type theorems; §13 Weak convergence of measures.Bibliographie: Bibliogr. Index. Sujets MSC: 28-01 Measure and integration -- Instructional exposition (textbooks, tutorial papers, etc.)
26-01 Real functions -- Instructional exposition (textbooks, tutorial papers, etc.)
46-01 Functional analysis -- Instructional exposition (textbooks, tutorial papers, etc.)
Location Call Number Status Date Due
Salle E 11008-01 / Manuels SCH (Browse Shelf) Available

Contents: Chapter V. Measure Theory: §1 Riemann integral on the real axis; §2 Measurable spaces and exterior measure; §3 Upper integral associated to a positive measure; §4 Radon measures on a locally compact space; §5 Upper integral associated to a positive Radon measure; §6 Measurable functions and convergence in measure; §7 Vector-valued integrable functions; §8 L p -spaces; §9 Vector measures; §10 The Lebesgue-Radon-Nikodym theorems and duality; §11 A measure associated to a map and a given measure; §12 Fubini-type theorems; §13 Weak convergence of measures.

Bibliogr. Index

There are no comments for this item.

Log in to your account to post a comment.
Languages: English | Français | |