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2

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41 Questions

What is the simplest proof that the density of primes goes to zero?

Open problems from antiquity solved with analytic geometry

Is there an 11-term arithmetic progression of primes beginning with 11?

Does anyone know a basepoint-free construction of universal covers?

Embedding abelian varieties into projective spaces of small dimension

Has dynamics on $G/\Gamma$ ever been used to prove interesting things about $\Gamma$?

Is there a concrete application of topos theory?

A concrete example of the deficiency of triangulated categories?

Geodesics on hyperbolic surfaces whose closures have arbitrary Hausdorff dimension

How to compute the cohomology of a local system?

Why are Lagrangian subspaces in a symplectic vector space interesting?

What is the official definition of $\mathcal{M}_g$ as an orbifold, and how much can I ignore it?

Is it possible to glue together complex manifolds?

Is there a Poincare residue in characteristic $p$?

Reference for behavior of Artin $L$-functions at $\Re(s) = 1$

Efficient solutions to general Bézout’s identity $a_1 b_1 + \dots + a_n b_n = 1$

What is a geodesic in Outer space?

Integrals of modular forms

How do $\infty$-categories allow us to do descent on the derived level?

Does anyone know a journal like Expositiones Mathematicae, except not by Elsevier? [duplicate]

Is being perfectoid a local property?

Big etale topos vs small etale topos

Applications of basic linear algebra concepts to computer science? [closed]

Does every prime $p$ appear in a $p$-term arithmetic progression of primes? [duplicate]

Why are traces an analogue to integrals?

What is the analogy between the moduli of shtukas and Shimura varieties?

What does “trait” mean?

Is there a reasonable notion of universal cover for schemes over arbitrary fields?

What is an example of a lisse Weil sheaf which is not mixed?

Are irreducible subrepresentations of a tensor product always generated by indecomposable vectors?