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location Montreal, Quebec
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visits member for 5 years, 2 months
seen Aug 22 at 6:33

Aug
20
awarded  Popular Question
Jun
13
awarded  Yearling
Mar
31
awarded  Popular Question
Mar
20
awarded  Popular Question
Feb
12
awarded  Nice Question
Feb
11
revised Power series which are $p$-adic modular forms for all $p$; a local-to-global principle?
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Feb
10
revised Power series which are $p$-adic modular forms for all $p$; a local-to-global principle?
added 96 characters in body
Feb
10
revised Power series which are $p$-adic modular forms for all $p$; a local-to-global principle?
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Feb
10
revised Power series which are $p$-adic modular forms for all $p$; a local-to-global principle?
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Feb
10
comment Power series which are $p$-adic modular forms for all $p$; a local-to-global principle?
@Will, I am happy to have everything in level $1$.
Feb
10
revised Power series which are $p$-adic modular forms for all $p$; a local-to-global principle?
added 14 characters in body
Feb
10
revised Power series which are $p$-adic modular forms for all $p$; a local-to-global principle?
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Feb
10
revised Power series which are $p$-adic modular forms for all $p$; a local-to-global principle?
deleted 12 characters in body
Feb
9
asked Power series which are $p$-adic modular forms for all $p$; a local-to-global principle?
Dec
20
asked Intersection of ordinary subspaces at different primes
Jul
2
awarded  Curious
Jun
13
awarded  Yearling
Jun
9
comment Is my field algebraically closed?
Dear David: if you'd like to post your beautiful answer at MSE also, I'll happily accept it there as well. Cheers!
Jun
4
awarded  Good Question
Jun
4
comment Is my field algebraically closed?
Very nice (and, for me, unexpected!)