Linear Orderings

✍ Scribed by Joseph G. Rosenstein (Eds.)

• Publisher: Academic Press, Elsevier
• Year: 1982
• Leaves: 487
• Series: Pure and Applied Mathematics 98
• Category: Library

✦ Table of Contents

Content:
Edited by
Page iii

Copyright Page
Page iv

Dedication
Page iv

Preface
Pages xiii-xv

Acknowledgments
Page xvii

Chapter 1 Introduction
Pages 3-24

Chapter 2 Dense Linear Orderings
Pages 25-40

Chapter 3 Well-Ordering And Ordinals
Pages 41-66

Chapter 4 Condensing Linear Orderings
Pages 69-75

Chapter 5 Hausdorff'S Theorem
Pages 76-92

Chapter 6 The Ehrenfeucht-Fraïxsséa Game
Pages 93-109

Chapter 7 Ramsey'S Theorem And Ehrenfeucht Games
Pages 110-120

Chapter 8 Transitive Linear Orderings
Pages 121-144

Chapter 9 Uncountable Dense Linear Orderings
Pages 145-173

Chapter 10 Embeddings Of Linear Orderings And Fraisse'S Conjecture
Pages 174-204

Chapter 11 Partition Theorems
Pages 205-219

Chapter 12 Linear Orderings And Formal Languages
Pages 223-246

Chapter 13 The First-Order Theory Of Linear Orderings
Pages 247-343

Chapter 14 The Infinitary Theories Of Linear Orderings
Pages 344-369

Chapter 15 The Second-Order Theories Of Linear Orderings
Pages 370-400

Chapter 16 Linear Orderings And Recursion Theory
Pages 401-455

Complete Bibliography Of Linear Orderings
Pages 456-476

List Of Notation
Pages 477-478

Author Index
Pages 479-481

Subject Index
Pages 482-487