bio | website | |
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visits | member for | 4 years, 10 months |
seen | yesterday | |
stats | profile views | 363 |
Aug
6 |
accepted | Congruence Number of 197A1 |
Aug
6 |
comment |
Congruence Number of 197A1
@ABCDveve If you ask LMFDB for elliptic curves of conductor 197, there is exactly one. |
Aug
5 |
comment |
Congruence Number of 197A1
Or I can delete this question and pretend I never asked it ;) |
Aug
5 |
comment |
Congruence Number of 197A1
@JeremyRouse Oh, of course! What a silly mistake on my part. If you'd like to elevate your comment to an answer, I'd be happy to accept it. |
Aug
5 |
revised |
Congruence Number of 197A1
left out the important qualification that g must be an eigenform |
Aug
5 |
asked | Congruence Number of 197A1 |
Jun
23 |
comment |
Hodgeâ€“Tate structures of modular forms
In the ordinary case, page 164 of Mazur's "Infinite fern" paper sketches a way to see this, provided you already know that the determinant of the representation is $\chi \epsilon_{p}^{k+1}$. |
May
27 |
accepted | Level-Lowering in Weight 2 |
May
27 |
answered | Level-Lowering in Weight 2 |
May
24 |
comment |
Level-Lowering in Weight 2
The assumption that rhobar is finite flat is equivalent to it being peu (and not tres) ramifie |
May
23 |
asked | Level-Lowering in Weight 2 |
Apr
13 |
accepted | Bounding a Sum of Adjoint L-Function Values |
Apr
11 |
comment |
Bounding a Sum of Adjoint L-Function Values
Thank you! This is probably as good an answer as I'm going to get, but I'm going to wait a day or two before accepting this just in case. |
Apr
10 |
asked | Bounding a Sum of Adjoint L-Function Values |
Mar
18 |
awarded | Excavator |
Mar
18 |
revised |
One dimensional (phi,Gamma)-modules in char p
Penultimate line had two descriptions of phi, one should have been gamma |
Mar
18 |
suggested | approved edit on One dimensional (phi,Gamma)-modules in char p |
Jul
11 |
asked | Density of p-ordinary modular forms |
Jul
2 |
awarded | Curious |
Apr
15 |
accepted | Algebra and Cancer Research |