[PDF][PDF] CHARACTERS OF SPEH REPRESENTATIONS AND LEWIS CAROLL IDENTITY

GCETD RENARD - 2008 - perso.pages.math.cnrs.fr
Let F be a non archimedian local field of characteristic zero, let A be a central division
algebra over F and let Gm= GL (m, A). The unitary dual of G was described in [14]([13] in the …

[PDF][PDF] CHARACTERS OF SPEH REPRESENTATIONS AND LEWIS CAROLL IDENTITY

GCETD RENARD - 2008 - scholar.archive.org
Let F be a non archimedian local field of characteristic zero, let A be a central division
algebra over F and let Gm= GL (m, A). The unitary dual of Gm was described in [14]([13] in …

[PDF][PDF] CHARACTERS OF SPEH REPRESENTATIONS AND LEWIS CAROLL IDENTITY

GCETD RENARD - 2008 - researchgate.net
Let F be a non archimedian local field of characteristic zero, let A be a central division
algebra over F and let Gm= GL (m, A). The unitary dual of G was described in [14]([13] in the …

[PDF][PDF] CHARACTERS OF SPEH REPRESENTATIONS AND LEWIS CAROLL IDENTITY

GCETD RENARD - 2008 - cmls.polytechnique.fr
Let F be a non archimedian local field of characteristic zero, let A be a central division
algebra over F and let Gm= GL (m, A). The unitary dual of G was described in [14]([13] in the …

[PDF][PDF] CHARACTERS OF SPEH REPRESENTATIONS AND LEWIS CAROLL IDENTITY

GCETD RENARD - 2008 - gaetan.chenevier.perso.math.cnrs.fr
Let F be a non archimedian local field of characteristic zero, let A be a central division
algebra over F and let Gm= GL (m, A). The unitary dual of Gm was described in [14]([13] in …

[PDF][PDF] CHARACTERS OF SPEH REPRESENTATIONS AND LEWIS CAROLL IDENTITY

GCETD RENARD - 2008 - cmls.polytechnique.fr
Let F be a non archimedian local field of characteristic zero, let A be a central division
algebra over F and let Gm= GL (m, A). The unitary dual of G was described in [14]([13] in the …