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Meta
Tag Archives: Kai-Wen Lan
Higher direct images of canonical extensions
I like Kai-Wen’s talks; he gives lots of examples, writes big with big chalk, and clearly explains the key points of the argument. I’m not sure I would classify his thesis as light reading material, but if he produced a … Continue reading
Posted in Mathematics
Tagged canonical, HLTT, Kai-Wen Lan, Koecher Principle, Michael Harris, subcanonical
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Galois Representations for non self-dual forms, Part II
(Now with updates!) Let’s recap from part I. We have a Shimura variety \(Y\), a minimal projective compactification \(X\), and a (family of) smooth toroidal compactifications \(W\). We also have Galois representations of the correct shape associated to eigenclasses in … Continue reading
Posted in Mathematics
Tagged Galois Representations, Jack Thorne, Kai-Wen Lan, Michael Harris, RLT
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