Skip to main content
Wayback'd rotted link
Source Link
LSpice
  • 12.9k
  • 4
  • 45
  • 69

This is a very nice question!

All of your examples are spherical quotients. Please take a look at http://andromeda.rutgers.edu/~sakellar/rs.pdfSakellaridis - Spherical varieties and integral representations of $L$-functions and Yiannis' other papers for connections between spherical quotients and integral representations for L functions.

This is a very nice question!

All of your examples are spherical quotients. Please take a look at http://andromeda.rutgers.edu/~sakellar/rs.pdf and Yiannis' other papers for connections between spherical quotients and integral representations for L functions.

This is a very nice question!

All of your examples are spherical quotients. Please take a look at Sakellaridis - Spherical varieties and integral representations of $L$-functions and Yiannis' other papers for connections between spherical quotients and integral representations for L functions.

Source Link
Ramin
  • 1.4k
  • 8
  • 20

This is a very nice question!

All of your examples are spherical quotients. Please take a look at http://andromeda.rutgers.edu/~sakellar/rs.pdf and Yiannis' other papers for connections between spherical quotients and integral representations for L functions.