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Mar
23
comment A class of quadratic equations
Oh! I feel dumb for having missed the obvious trivial solution there -- I didn't notice that the coefficient on $y^2$ was the same as the constant on the RHS. Absolutely agree with all you say here.
Mar
22
awarded  Teacher
Mar
22
answered A class of quadratic equations
Feb
19
awarded  Supporter
Feb
19
accepted Are quadric hypersurfaces toric varieties?
Feb
19
comment Are quadric hypersurfaces toric varieties?
Oh, gosh! Those are both terrific answers, and I especially should have thought of the Picard rank one myself. Thanks!
Feb
19
asked Are quadric hypersurfaces toric varieties?
Oct
16
awarded  Scholar
Oct
14
awarded  Student
Oct
14
asked Still more generalized Dirichlet Theorem
May
8
accepted Reference wanted for generalized Dirichlet's Theorem
May
8
comment Reference wanted for generalized Dirichlet's Theorem
Thanks! Technically, the case for a complex place is left as an exercise in this reference rather than proven as a theorem, but I don't think that's a big deal.
May
7
asked Reference wanted for generalized Dirichlet's Theorem