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user1092847
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14 votes

Recovering an abelian category from the Ext of its simple objects

14 votes

Is pure mathematics useful outside of mathematics itself?

10 votes

What is the cotangent complex good for?

9 votes

Could a motivic spectrum have a "zeta function"?

8 votes

Why do we study complex orientable cohomology theories

5 votes

Involution map, and induced morphism in K-theory

4 votes
Accepted

Is there an elementary reason that this colocalisation map of complexes is a quasi-isomorphism?

4 votes

Exact formula for $\chi(X, \, S^n \Omega^1_X)$

3 votes
Accepted

Rational homotopy type of rational mapping spaces

3 votes

The minimal complexes and the direct limit

3 votes
Accepted

Checking formality of a perfect complex Zariski-locally

2 votes
Accepted

Antisymmetric product of complexes

2 votes

Motivic integrals and linear equivalence

1 vote

When is a sheaf $\mathcal{L}_1 \subset \mathcal{F} \subset \mathcal{L}_2$ sandwiched between two line bundles also a line bundle?

1 vote

A three-line proof of global class field theory?