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Sets: An Introduction

  • Couverture cartonnée
  • 254 Nombre de pages
'This text offers a new and interesting view of the foundations of mathematics, rigorously developed and written in a comprehensib... Lire la suite
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Description

'This text offers a new and interesting view of the foundations of mathematics, rigorously developed and written in a comprehensible style.' H. Mitsch, Monatshefte für Mathematik

Résumé
A first course in set theory suitable for final year mathematics undergraduates. It develops the subject from first principles and covers the natural numbers, cardinals, ordinals, and the axiom of choice. It also provides an account of the representation theory of lattices and how this is closely connected with various forms of the axiom of choice.

Contenu
Introduction: logic and language; Collections; Relations; Basic set theory; Numbers; Cardinals; Ordinals; The axiom of choice; Lattices; The prime ideal property; References; Index of notation; Index of terminology

Détails sur le produit

Titre: Sets: An Introduction
Auteur:
Code EAN: 9780198533993
ISBN: 978-0-19-853399-3
Format: Couverture cartonnée
Editeur: Oxford University Press
Genre: Mathématique
nombre de pages: 254
Poids: 400g
Taille: H233mm x B155mm x T14mm
Année: 1991