p-adic analysis

"Let F be a number field or a p-adic field. We introduce in Chapter 2 of this work two reductive rank one F-groups, H1, H2, which are twisted endoscopic groups of GSp(2) with respect to a fixed quadratic character [epsilon] of the idèle class group of F if F is global, F[supersc…

Invariant representations of GSp(2) under tensor product with a quadratic character

by Chan, Ping-Shun

fromMemoirs of the American Mathematical Society

0 Type: Book

Invariant representations of GSp(2) under tensor product with a quadratic character

by Chan, Ping-Shun

fromMemoirs of the American Mathematical Society

0 Type: Book

Invariant representations of GSp(2) under tensor product with a quadratic character

by Chan, Ping-Shun

fromMemoirs of the American Mathematical Society

0 Type: Book

Books

Account

Towards non-Abelian p-adic Hodge theory in the good reduction case

Towards non-Abelian p-adic Hodge theory in the good reduction case

Towards non-Abelian p-adic Hodge theory in the good reduction case

Towards non-Abelian p-adic Hodge theory in the good reduction case

Towards non-Abelian p-adic Hodge theory in the good reduction case

Towards non-abelian p-adic hodge theory in the good reduction case

Towards non-Abelian p-adic Hodge theory in the good reduction case

Towards non-Abelian p-adic Hodge theory in the good reduction case

Towards non-abelian p-adic Hodge theory in the good reduction case

Towards non-Abelian p-adic Hodge theory in the good reduction case

Towards non-Abelian p-adic Hodge theory in the good reduction case

Invariant representations of GSp(2) under tensor product with a quadratic character

Invariant representations of GSp(2) under tensor product with a quadratic character

Invariant representations of GSp(2) under tensor product with a quadratic character

Invariant representations of GSp(2) under tensor product with a quadratic character

Invariant representations of GSp(2) under tensor product with a quadratic character

Invariant representations of GSp(2) under tensor product with a quadratic character

Invariant representations of GSp(2) under tensor product with a quadratic character

Invariant representations of GSp(2) under tensor product with a quadratic character

Invariant representations of GSp(2) under tensor product with a quadratic character

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