Gergely Zábrádi

activity

20122022

P_{+}

-representations to

G

-equivariant sheaves on

G / P

5 citations · 5 across the 3 of their papers we have counts for

collaborators

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math.NT2022

Finding nontrivial zeros of quadratic forms over rational function fields of characteristic 2

Tímea Csahók, Péter Kutas, Mickaël Montessinos +1

We propose polynomial-time algorithms for finding nontrivial zeros of quadratic forms with four variables over rational function fields of characteristic 2. We apply these results…

math.NT2020

Explicit isomorphisms of quaternion algebras over quadratic global fields

Tímea Csahók, Péter Kutas, Mickaël Montessinos +1

Let $L$ be a separable quadratic extension of either $Q$ or $F_{q} (t)$ . We propose efficient algorithms for finding isomorphisms between quaternion algebras over $L…

math.NT2012★ 5 cited

From étale $P_{+}$ -representations to $G$ -equivariant sheaves on $G / P$

Peter Schneider, Marie-France Vigneras, Gergely Zabradi

Let $K / Q_{p}$ be a finite extension with ring of integers $o$ , let $G$ be a connected reductive split $Q_{p}$ -group of Borel subgroup $P = T N$ and let $α$ be a simple…

Finding nontrivial zeros of quadratic forms over rational function fields of characteristic 2

Explicit isomorphisms of quaternion algebras over quadratic global fields

From étale P+​-representations to G-equivariant sheaves on G/P

From étale $P_{+}$ -representations to $G$ -equivariant sheaves on $G / P$