Uriya A. First

most citedOn the number of generators of a separable algebra over a finite field

1 citations · 1 across the 2 of their papers we have counts for

collaborators

3 papers

math.NT2017★ 1 cited

On the number of generators of a separable algebra over a finite field

Uriya First, Zinovy Reichstein, Santiago Salazar

Let $F$ be a field and let $E$ be an étale algebra over $F$ , that is, a finite product of finite separable field extensions $E = F_{1} \times \dots \times F_{r}$ . The classical primiti…

math.CO2016

Highlights from "The Ramanujan Property for Simplicial Complexes" [arXiv:1605.02664]

Uriya A. First

This paper brings the main definitions and results from "The Ramanujan Property for Simplicial Complexes" [arXiv:1605.02664]. No proofs are given. Given a simplicial complex $\math…

math.CO2016

The Ramanujan Property for Simplicial Complexes

Uriya A. First

Let $G$ be a topological group acting on a simplicial complex $X$ satisfying some mild assumptions. For example, consider a $k$ -regular tree and its automorphism group, o…