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sampath's user avatar
sampath's user avatar
sampath
  • Member for 10 years, 4 months
  • Last seen more than 4 years ago
  • Hyderabad, India
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awarded
 Yearling
comment
Representations of $SL_1(D),$ where $D$ a division algebra over a local field
Thank you for your suggestion. I received a copy (PhD dissertation) from Kirchner.
accepted
Representations of $SL_1(D),$ where $D$ a division algebra over a local field
awarded
 Curious
revised
Idea of base change for Division algebras over local field
Edit: define $D_K=D_F\otimes_FK$
revised
Idea of base change for Division algebras over local field
Edit: define $D_K=D_F\otimes_FK$
revised
Idea of base change for Division algebras over local field
added 37 characters in body
accepted
Idea of base change for Division algebras over local field
asked
Idea of base change for Division algebras over local field
comment
Representations of $SL_1(D),$ where $D$ a division algebra over a local field
Thank you @Paul Broussous for your reference. But it's not available.
awarded
 Scholar
asked
Representations of $SL_1(D),$ where $D$ a division algebra over a local field
awarded
 Commentator
comment
Trace 0 and Norm 1 elements in finite fields
@WillSawin, Given $\ell$ and $\zeta$ does there exist $i,j$ with satisfying these equations ?
comment
Trace 0 and Norm 1 elements in finite fields
@LSpice, Thank you. What you stated is true.
comment
When the Kloosterman sum is an integer?
Thank you @DenisChaperondeLauzières. I have gone through those papers, as for my knowledge Fisher hasn't discussed the above problem. But those papers gave me some useful information. Thank you.
awarded
 Editor
revised
When the Kloosterman sum is an integer?
added 34 characters in body
asked
When the Kloosterman sum is an integer?
awarded
 Tumbleweed
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