N. Schley

most citedPlanar rook algebra with colors and Pascal's simplex

2 citations · 2 across the 3 of their papers we have counts for

collaborators

3 papers

math.KT2023

Cohomological Kernels for Cyclic by Cyclic Semi-Direct Product Extensions

Nathan Schley

Let $F$ be a field and $E$ an extension of $F$ with $[E : F] = d$ where the characteristic of $F$ is zero or prime to $d$ . We assume $μ_{d^{2}} \subset F$ where $μ_{d^{2}}$ are the $d^{2}$ th…

math.RA2023

Cohomological Kernels of Elementary Abelian Degree $p^{2}$ Extensions

Bill Jacob, Nathan Schley

Let $p$ be an odd prime, $F$ a field with a primitive $p^{2}$ th root of unity, and $E = F (p b_{1}, p b_{2})$ an elementary abelian extension of degree $p^{2}$ . This paper stud…

math.RT2012★ 2 cited

Planar rook algebra with colors and Pascal's simplex

Sarah Mousley, Nathan Schley, Amy Shoemaker

We define $P_{n, c}$ to be the set of all diagrams consisting of two rows of $n$ vertices with edges, each colored with an element in a set of $c$ possible colors, connecting vertic…

Cohomological Kernels for Cyclic by Cyclic Semi-Direct Product Extensions

Cohomological Kernels of Elementary Abelian Degree p2 Extensions

Planar rook algebra with colors and Pascal's simplex

Cohomological Kernels of Elementary Abelian Degree $p^{2}$ Extensions