How Long to Read A Mod P Jacquet-Langlands Relation and Serre Filtration Via the Geometry of Hilbert Modular Varieties

By Fred Diamond

How Long Does it Take to Read A Mod P Jacquet-Langlands Relation and Serre Filtration Via the Geometry of Hilbert Modular Varieties?

It takes the average reader to read A Mod P Jacquet-Langlands Relation and Serre Filtration Via the Geometry of Hilbert Modular Varieties by Fred Diamond

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Description

"We consider Hilbert modular varieties in characteristic p with Iwahori level at p and construct a geometric Jacquet-Langlands relation showing that the irreducible components are isomorphic to products of projective bundles over quaternionic Shimura varieties of level prime to p. We use this to establish a relation between mod p Hilbert and quaternionic modular forms that reflects the representation theory of GL_2 in characteristic p and generalizes a result of Serre for classical modular forms. Finally we study the fibres of the degeneracy map to level prime to p and prove a cohomological vanishing result that is used to associate Galois representations to mod p Hilbert modular forms." -- back cover.

How long is A Mod P Jacquet-Langlands Relation and Serre Filtration Via the Geometry of Hilbert Modular Varieties?

A Mod P Jacquet-Langlands Relation and Serre Filtration Via the Geometry of Hilbert Modular Varieties by Fred Diamond is 0 pages long, and a total of 0 words.

This makes it 0% the length of the average book. It also has 0% more words than the average book.

How Long Does it Take to Read A Mod P Jacquet-Langlands Relation and Serre Filtration Via the Geometry of Hilbert Modular Varieties Aloud?

The average oral reading speed is 183 words per minute. This means it takes to read A Mod P Jacquet-Langlands Relation and Serre Filtration Via the Geometry of Hilbert Modular Varieties aloud.

What Reading Level is A Mod P Jacquet-Langlands Relation and Serre Filtration Via the Geometry of Hilbert Modular Varieties?

A Mod P Jacquet-Langlands Relation and Serre Filtration Via the Geometry of Hilbert Modular Varieties is suitable for students ages 2 and up.

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