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Understanding moduli of shtukas of non-minuscule cocharacter

Yes, in general you need to consider all cocharacters. $\mathrm{GL}_n$ has the special property that the dominant coweights are all sums of minuscule cocharacters, i.e. ones of the form $[1,\cdots,1 …
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25 votes

Why to believe the Fargues geometrization conjecture?

These notes, from a course Fargues taught at Chicago and transcribed by Sean Howe, are very nice and make a very strong effort to motivate this conjecture and the surrounding theory by analogy with 'h …
dorebell's user avatar
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28 votes
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Is there a "Langlands philosophy" reason for the fact that the L-function of the Jacobi thet...

The Jacobi theta function $\theta(z) = 1 + 2 \sum_{n = 1}^\infty q^{n^2}$, with $q = e^{\pi i z}$ is a (twisted) modular form with weight $1/2$. It has an associated $L$-function $L(\theta, s) = \sum_ …
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