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Classification and Fourier Inversion for Parabolic Subgroups with Square Integrable Nilradical
 
Classification and Fourier Inversion for Parabolic Subgroups with Square Integrable Nilradical
eBook ISBN:  978-1-4704-0629-5
Product Code:  MEMO/22/225.E
List Price: $24.00
MAA Member Price: $21.60
AMS Member Price: $14.40
Classification and Fourier Inversion for Parabolic Subgroups with Square Integrable Nilradical
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Classification and Fourier Inversion for Parabolic Subgroups with Square Integrable Nilradical
eBook ISBN:  978-1-4704-0629-5
Product Code:  MEMO/22/225.E
List Price: $24.00
MAA Member Price: $21.60
AMS Member Price: $14.40
  • Book Details
     
     
    Memoirs of the American Mathematical Society
    Volume: 221979; 166 pp
    MSC: Primary 22;
  • Table of Contents
     
     
    • Chapters
    • 1. Introduction
    • Part I. Classification
    • 2. Square integrability for nilpotent groups
    • 3. Square integrability for nilradicals
    • 4. Classification in the real split classical groups
    • 5. Passage to the general classical group
    • 6. Classification in the real split exceptional groups
    • 7. Passage to the general exceptional group
    • 8. Three consequences of the classification
    • Part II. Fourier inversion
    • 9. Framework for Fourier inversion
    • 10. Fourier inversion inside groups of type A
    • 11. Fourier inversion inside groups of types B and D
    • 12. Fourier inversion inside groups of type C
    • 13. Fourier inversion inside the group $G_2$
    • l4. Fourier inversion inside the group $F_4$
    • 15. Fourier inversion inside the group $E_6$
    • 16. Fourier inversion inside the group $E_7$
    • 17. Fourier inversion inside the group $E_8$
  • Requests
     
     
    Review Copy – for publishers of book reviews
    Permission – for use of book, eBook, or Journal content
    Accessibility – to request an alternate format of an AMS title
Volume: 221979; 166 pp
MSC: Primary 22;
  • Chapters
  • 1. Introduction
  • Part I. Classification
  • 2. Square integrability for nilpotent groups
  • 3. Square integrability for nilradicals
  • 4. Classification in the real split classical groups
  • 5. Passage to the general classical group
  • 6. Classification in the real split exceptional groups
  • 7. Passage to the general exceptional group
  • 8. Three consequences of the classification
  • Part II. Fourier inversion
  • 9. Framework for Fourier inversion
  • 10. Fourier inversion inside groups of type A
  • 11. Fourier inversion inside groups of types B and D
  • 12. Fourier inversion inside groups of type C
  • 13. Fourier inversion inside the group $G_2$
  • l4. Fourier inversion inside the group $F_4$
  • 15. Fourier inversion inside the group $E_6$
  • 16. Fourier inversion inside the group $E_7$
  • 17. Fourier inversion inside the group $E_8$
Review Copy – for publishers of book reviews
Permission – for use of book, eBook, or Journal content
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