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Algebraic varieties, stacks, sheaves, schemes, moduli spaces, complex geometry, quantum cohomology.

1 vote
1 answer
105 views

Is the total space of a module connected?

Let $A$ be a ring and $E$ a module. If $\mathrm{spec} A$ is connected, then so is $\mathrm{spec} S^\bullet E$. If this is not true in general, then what are some minimal conditions that make it true?
Ishaidc's user avatar
  • 313
1 vote

How duality follows from a six functor formalism

@MarcHoyois It would help to have a further comparison between $\mathrm{hom}(1_S, f_!f^!M[m])$ and a naive definition of homology such as $H^{m}(X, M)^\lor$ in the case of field coefficients.
Ishaidc's user avatar
  • 313
4 votes

If $\Omega_{X/Y}$ is locally free of rank $\mathrm{dim}\left(X\right)-\mathrm{dim}\left(Y\ri...

Let X = spec A be an affine integral scheme of dimension one which is not smooth. Smoothness may be checked smooth-locally on the source (given U --> V if there exists a W --> U which is smooth and su …
Ishaidc's user avatar
  • 313
15 votes
1 answer
764 views

Crystalline realization of mixed Tate motives

Deligne and Goncharov, in their article of 2005, mention that the crystalline realization functor has yet to be worked out. What's the current state of the literature on this? And how big of an issue …
Ishaidc's user avatar
  • 313