半單群的表示論(第2卷)

出版時(shí)間:2011-1  出版社:世界圖書(shū)出版公司  作者:Anthony W. Knapp  頁(yè)數(shù):773  
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內(nèi)容概要

  《數(shù)學(xué)經(jīng)典教材(影印版)-半單群的表示論(第2卷)》包括CHAPTER 1 SCOPE OF THE THEORY、CHAPTER 2 REPRESENTATIONS OF SU(2),SL(2,R),AND、CHAPTER 3 C VECTORS AND THE UNIVERSAL ENVELOPING ALGEBRA等內(nèi)容

書(shū)籍目錄

CHAPTER 1 SCOPE OF THE THEORY
CHAPTER 2 REPRESENTATIONS OF SU(2),SL(2,R),AND
CHAPTER 3 C VECTORS AND THE UNIVERSAL ENVELOPING ALGEBRA
CHAPTER 4 REPRESENTATIONS OF COMPACT LIE GROUPS
CHAPTER 5 STRUCTURE THEORY FOR NONCOMPACT GROUPS
CHAPTER 6 HOLOMORPHIC DISCRETE SERIES
CHAPTER 7 INDUCED REPRESENTATIONS
CHAPTER 8 ADMISSIBLE REPRESENTATIONS
CHAPTER 9 CONSTRUCTION OF DISCRETE SERIES
CHAPTER 10 GLOBAL CHARACTERS
CHAPTER 11 INTRODUCTION TO PLANCHEREL FORMULA
CHAPTER 12 EXHAUSTION OF DISCRETE SERIES
CHAPTER 13 PLANCHEREL FORMULA
CHAPTER 14 IRREDUCLBLE TEMPERED REPRESENTATIONS
CHAPTER 15 MINIMAL K TYPES
CHAPTER 16 UNITARY REPRESENTATIONS
APPENDIX A: ELEMENTARY THEORY OF LIE GROUPS
APPENDIX B:REGULAR SINGULAR POINTS OF PARTIAL DIFFERENTIAL EQUATIONS
APPENDIX C:ROOTS AND RESTRICTED ROOTS FOR CLASSICAL GROUPS
NOTES
REFERENCES
INDEX OF NOTATION
INDEX

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用戶評(píng)論 (總計(jì)3條)

 
 

  •   據(jù)說(shuō)和第一卷是同一個(gè)人寫(xiě)的 挺好的吧 可是我連單群都不大懂 更別說(shuō)辦單群了
  •   教科書(shū)一樣
  •   用解析的方法講述李群上的調(diào)和分析, Vogan用代數(shù)的方法
 

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