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visits member for 3 years
seen Oct 27 '11 at 17:44

Oct
27
asked Twists of curves over number fields
Oct
27
comment $j$-invariant for a singular curve
I don't see how the equations xyz =0 gives a triangle. it's just the three coordinate axes, right? For example....ow wait, are we talking projective here?
Oct
26
comment More on the versions of the Peter-Weyl theorem
see section 4 in math.leidenuniv.nl/scripties/BenthemBachelor.pdf
Oct
24
accepted The Galois orbit of an algebraic number
Oct
24
asked The Galois orbit of an algebraic number
Oct
24
accepted Holomorphic function on an open subset of the complex upper-half plane
Oct
23
comment Holomorphic function on an open subset of the complex upper-half plane
My function is analytic on the closure. So it's clear it has a minimum. It even takes its minimum at the boundary, right?
Oct
23
revised Holomorphic function on an open subset of the complex upper-half plane
added 64 characters in body
Oct
23
asked Holomorphic function on an open subset of the complex upper-half plane
Oct
23
revised Do the solutions to the unit equation lie dense in the complex numbers
added 81 characters in body
Oct
23
accepted Nice formulas for the lambda invariant of an elliptic curve
Oct
23
accepted Which Möbius transformations send 0, 1 and infinity to 0, 1 and infinity
Oct
22
asked Do the solutions to the unit equation lie dense in the complex numbers
Oct
22
asked Which Möbius transformations send 0, 1 and infinity to 0, 1 and infinity
Oct
22
accepted What are these theta functions appearing in Sloane's database
Oct
22
asked What are these theta functions appearing in Sloane's database
Oct
22
asked Is a holomorphic function on the unit disc not vanishing at zero bounded
Oct
22
comment Nice formulas for the lambda invariant of an elliptic curve
I have never seen that! Thank you very much!!
Oct
22
awarded  Commentator
Oct
22
accepted question about j-invariant