1 citations · 1 across the 5 of their papers we have counts for
5 papers
An algorithm for invariants of elementary abelian groups
Sasha Arasha, Marcus Cassell, Mal Dolorfino +4
When we consider a finite abelian group acting linearly on a polynomial ring, we can find monomial generators for the subring of invariants. By Noether's degree bound and Hilbert's…
On the Characterization of Sporadic Simple Groups by Codegrees
Mallory Dolorfino, Luke Martin, Zachary Slonim +2
Let be a finite group and the set of all irreducible complex characters of . Define the codegree of as $\mathrm{cod}(χ):=\frac{|G:\m…
On the Characterization of Alternating Groups by Codegrees
Mallory Dolorfino, Luke Martin, Zachary Slonim +2
Let be a finite group and the set of all irreducible complex characters of . Define the codegree of as $\mathrm{cod}(χ):=\frac{|G:\m…
Classifying Solvable Primitive Permutation Groups of Low Rank
Mallory Dolorfino, Luke Martin, Zachary Slonim +2
Suppose that is a finite, transitive, solvable permutation group acting on a set with elements. Let be the stabilizer of a point . Define the rank of a pe…
On Good Infinite Families of Toric Codes or the Lack Thereof
Mallory Dolorfino, Cordelia Horch, Kelly Jabbusch +1
A toric code, introduced by Hansen to extend the Reed-Solomon code as a -dimensional subspace of , is determined by a toric variety or its associated integral co…