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for questions about motives in algebraic geometry, including constructions of categories of motives and motivic sheaves, and aspects of the standard conjectures.
3
votes
The historical development of automorphic geometry
Interesting take, but a bit hard to make into proper history, I should think.
Start with the idea that, post-Gauss, 19th century mathematics was mainly not about number theory. This could be hard to …
33
votes
What is the proper initiation to the theory of motives for a new student of algebraic geometry?
Problem-solving (i): Assume enough about a good category of motives and you get a conditional proof of the Weil conjectures. … Motives can "catch" enough algebraic cycles to do this. …