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Previous Up Next Article From References: 4
 

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From References: 4
From Reviews: 1
MR1926778 (2003g:22017) 22E50 (11F70 22E55)
Anandavardhanan, U. K. (6-HYDR-MS); Tandon, R. (6-HYDR-MS)
On distinguishedness. (English summary)
Pacific J. Math. 206 (2002), no. 2, 269286.
Let K/F be a quadratic extension of non-Archimedean local fields of characteristic zero and let
be the nontrivial Galois automorphism of K/F. We also let denote the automorphism of G =
GL(2, K) given by applying the nontrivial Galois automorphism to all of the entries of a matrix.
Define another automorphism of G by (g) = w t
g-
w-1
, where w = (0
1
-1
0 ) and g-
= (g)-1
.

  

Source: Anandavardhanan, U. K. - Department of Mathematics, Indian Institute of Technology Bombay

 

Collections: Mathematics