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- 2008062106 abstract "Richard Weiss gives a detailed presentation of the complete proof of the classification of Bruhat-Tits buildings first completed by Jacques Tits in 1986. The book includes numerous results about automorphisms, completions and residues of these buildings.".
- 2008062106 contributor B11139005.
- 2008062106 created "2009.".
- 2008062106 date "2009".
- 2008062106 date "2009.".
- 2008062106 dateCopyrighted "2009.".
- 2008062106 description "Includes bibliographical references (p. [361]-363) and index.".
- 2008062106 description "Preface vii Chapter 1. Affine Coxeter Diagrams 1 Chapter 2. Root Systems 13 Chapter 3. Root Data with Valuation 25 Chapter 4. Sectors 39 Chapter 5. Faces 45 Chapter 6. Gems 53 Chapter 7. Affine Buildings 59 Chapter 8. The Building at Infinity 67 Chapter 9. Trees with Valuation 77 Chapter 10. Wall Trees 89 Chapter 11. Panel Trees 101 Chapter 12. Tree-Preserving Isomorphisms 107 Chapter 13. The Moufang Property at Infinity 119 Chapter 14. Existence 131 Chapter 15. Partial Valuations 147 Chapter 16. Bruhat-Tits Theory 159 Chapter 17. Completions 167 Chapter 18. Automorphisms and Residues 175 Chapter 19. Quadrangles of Quadratic Form Type 189 Chapter 20. Quadrangles of Indifferent Type 205 Chapter 21. Quadrangles of Type E6, E7 and E8 209 Chapter 22. Quadrangles of Type F4 221 Chapter 23. Quadrangles of Involutory Type 229 Chapter 24. Pseudo-Quadratic Quadrangles 239 Chapter 25. Hexagons 261 Chapter 26. Assorted Conclusions 275 Chapter 27. Summary of the Classification 289 Chapter 28. Locally Finite Bruhat-Tits Buildings 297 Chapter 29. Appendix A 321 Chapter 30. Appendix B 343 Bibliography 361 Index 365.".
- 2008062106 description "Richard Weiss gives a detailed presentation of the complete proof of the classification of Bruhat-Tits buildings first completed by Jacques Tits in 1986. The book includes numerous results about automorphisms, completions and residues of these buildings.".
- 2008062106 extent "x, 368 p. :".
- 2008062106 identifier "0691136599 (cloth : acid-free paper)".
- 2008062106 identifier "0691138818 (pbk. : acid-free paper)".
- 2008062106 identifier "9780691136592 (cloth : acid-free paper)".
- 2008062106 identifier "9780691138817 (pbk. : acid-free paper)".
- 2008062106 identifier F?func=service&doc_library=BVB01&doc_number=016488857&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA.
- 2008062106 isPartOf "Annals of mathematics studies ; no. 168".
- 2008062106 issued "2009".
- 2008062106 issued "2009.".
- 2008062106 language "eng".
- 2008062106 publisher "Princeton : Princeton University Press,".
- 2008062106 subject "512/.2 22".
- 2008062106 subject "Affine algebraic groups.".
- 2008062106 subject "Automorphisms.".
- 2008062106 subject "Buildings (Group theory)".
- 2008062106 subject "Moufang loops.".
- 2008062106 subject "QA174.2 .W454 2009".
- 2008062106 tableOfContents "Preface vii Chapter 1. Affine Coxeter Diagrams 1 Chapter 2. Root Systems 13 Chapter 3. Root Data with Valuation 25 Chapter 4. Sectors 39 Chapter 5. Faces 45 Chapter 6. Gems 53 Chapter 7. Affine Buildings 59 Chapter 8. The Building at Infinity 67 Chapter 9. Trees with Valuation 77 Chapter 10. Wall Trees 89 Chapter 11. Panel Trees 101 Chapter 12. Tree-Preserving Isomorphisms 107 Chapter 13. The Moufang Property at Infinity 119 Chapter 14. Existence 131 Chapter 15. Partial Valuations 147 Chapter 16. Bruhat-Tits Theory 159 Chapter 17. Completions 167 Chapter 18. Automorphisms and Residues 175 Chapter 19. Quadrangles of Quadratic Form Type 189 Chapter 20. Quadrangles of Indifferent Type 205 Chapter 21. Quadrangles of Type E6, E7 and E8 209 Chapter 22. Quadrangles of Type F4 221 Chapter 23. Quadrangles of Involutory Type 229 Chapter 24. Pseudo-Quadratic Quadrangles 239 Chapter 25. Hexagons 261 Chapter 26. Assorted Conclusions 275 Chapter 27. Summary of the Classification 289 Chapter 28. Locally Finite Bruhat-Tits Buildings 297 Chapter 29. Appendix A 321 Chapter 30. Appendix B 343 Bibliography 361 Index 365.".
- 2008062106 title "The structure of affine buildings / Richard M. Weiss.".
- 2008062106 type "text".