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Anweshi
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** Anweshi's comment:** Fontaine's theory uses a great deal of crystalline cohomology. For instance please see Robert Coleman's notes referred above.

** Anweshi's comment:** Fontaine's theory uses a great deal of crystalline cohomology. For instance please see Robert Coleman's notes referred above.

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Ilya Nikokoshev
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I think this should be indeed related to motives; quite a lot is known about the motives of abelian varieties. I'll look up the(update: I think others provided some good references.)

  • ilya's comment: I think it would be very useful if somebody posted a question along the lines of what Thomas suggests, especially filling in some background from Illusie's paper (I would do it, but I don't have the paper itself).

I think this should be indeed related to motives; quite a lot is known about the motives of abelian varieties. I'll look up the references.

I think this should be indeed related to motives. (update: I think others provided some good references.)

  • ilya's comment: I think it would be very useful if somebody posted a question along the lines of what Thomas suggests, especially filling in some background from Illusie's paper (I would do it, but I don't have the paper itself).
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Thomas Riepe
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a further question by Thomas:

The great references given above let me ask about the current status of the many conjectures and open questions in Illusie's survey, e.g. finiteness theorems, crystalline coefficients, geometric semistability,... ?

a further question by Thomas:

The great references given above let me ask about the current status of the many conjectures and open questions in Illusie's survey, e.g. finiteness theorems, crystalline coefficients, geometric semistability,... ?

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Anweshi
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Anweshi
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Anweshi
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Ilya Nikokoshev
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