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Mar
10 |
answered | An inequality with spherical triangles |
Mar
9 |
comment |
An inequality with spherical triangles
@user35593 In the case where $BC \leq \pi/2$, indeed... |
Mar
9 |
asked | An inequality with spherical triangles |
Mar
9 |
awarded | Informed |
Oct
11 |
revised |
Double sum involving binomial coefficients
deleted 12 characters in body |
Oct
10 |
awarded | Revival |
Oct
10 |
revised |
Double sum involving binomial coefficients
added 325 characters in body |
Oct
10 |
answered | Double sum involving binomial coefficients |
Jan
29 |
answered | de Rham cohomology of smooth affine varieties |
Jul
2 |
awarded | Curious |
Mar
17 |
comment |
What is a sieve and why are sieves useful?
See also the blog post by Terry Tao : terrytao.wordpress.com/2007/06/05/… |
Jan
28 |
comment |
Wanted: a “Coq for the working mathematician”
That is not a book but still a good and recent introduction to Coq and SSReflect : www-sop.inria.fr/manifestations/MapSpringSchool It is the website of a spring school on Coq, it contains slides, exercises and solutions. |
Jan
27 |
comment |
Analytic continuation of a multiple contour integral
Damn! You got this one ;) Too bad the answer is not positive. However, if you allow linear combination of cycle, then you can choose $\gamma_1$ to be $\frac 12$ times the unit circle. But I'm not sure this is a real objection. (And you right for the punctured disc, that was pointless ;) |
Jan
27 |
awarded | Benefactor |
Jan
27 |
accepted | Analytic continuation of a multiple contour integral |
Jan
20 |
awarded | Promoter |
Jan
20 |
revised |
Analytic continuation of a multiple contour integral
Improved formulation |
Jan
19 |
comment |
Analytic continuation of a multiple contour integral
Thanks, I'll see if I can get that book. |
Jan
18 |
revised |
Analytic continuation of a multiple contour integral
Title |
Jan
18 |
asked | Analytic continuation of a multiple contour integral |