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Notes on Jacquet-Langlands' Theory (英文版) Jacquet-Langlands 理论


作者:
Roger Godement (罗杰·戈德门特)
定价:
79.00 元
版面字数:
250千字
开本:
16开
装帧形式:
精装
版次:
1
最新版次
印刷时间:
2018年
ISBN:
978-7-04-050303-6
物料号:
50303-00
出版时间:
2018-09-25
读者对象:
学术著作
一级分类:
自然科学
二级分类:
数学与统计
三级分类:
函数论

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  • 目录
    • 前辅文
      • 1 Representations of the GL2 Group of a p-adic Field
        • 1. Admissible representations
          • 2. The Kirillov model: preliminary construction
            • 3. The commutativity lemma
              • 4. The finiteness property
                • 5. Whittaker functions
                  • 6. A theoremon the contragredient of a representation
                    • 7.supercuspidal representations
                      • 8. Introduction to the principalseries
                        • 9. A lemma on Fourier transforms
                          • 10. The principalseries and thespecial representations
                            • 11. The equivalence πμ1,μ2∼ πμ2,μ1
                              • 12. The fundamental functional equation
                                • 13. Computation of γπ(χ,s) for the principalseries and the special representations
                                  • 14. The local factors Lπ(χ,s)
                                    • 15. The factors επ(χ,s)
                                      • 16. The case ofspherical representations
                                        • 17. Unitary representations: results
                                          • 18. Unitary representations: thesupercuspidal case
                                            • 19. Unitary representations in the principalseries
                                              • 20. Unitary representations: thespecial case
                                              • 2 The Archimedean Case
                                                • 1. Admissible representations
                                                  • 2. The representations ρμ1,μ2
                                                    • 3. Irreducible components of ρμ1,μ2 (case F =R)
                                                      • 4. Irreducible components of ρμ1,μ2 (case F =C)
                                                        • 5. Kirillov model for an irreducible representation
                                                          • 6. The functions LW (g;χ,s)
                                                            • 7. Factors Lπ(χ,s)
                                                              • 8. Factors επ(χ,s)
                                                              • 3 TheGlobalTheory
                                                                • 1. Parabolic forms
                                                                  • 2. Local decomposition of an irreducible representation of GA
                                                                    • 3. The globalHecke algebra
                                                                      • 4. GlobalWhittakermodels
                                                                        • 5. Themultiplicity one theorem
                                                                          • 6. Euler product attached to an irreducible representation of GA
                                                                            • 7. The functional equation for Lπ(χ,s)
                                                                              • 8. The converse of Theorem4

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