J. Kenkel

collaborators

2 papers

math.CO2026

Shuffling the Deck: Invariant Theory and the Graph Reconstruction Conjecture

Emilie Dufresne, Gabriela Jeronimo, Jenny Kenkel +2

The graph reconstruction conjecture asserts that every simple graph on at least three vertices is uniquely determined by its deck of vertex-deleted subgraphs. In this expository ar…

math.AC2024

On Lengths of $F_{2} [x, y, z] / (x^{d_{1}}, y^{d_{2}}, z^{d_{3}}, x + y + z)$

Fiona Han, Jennifer Kenkel, Daniel Li +2

In this paper, we provide a formula for the vector space dimension of the ring $F_{2} [x, y, z] / (x^{d_{1}}, y^{d_{2}}, z^{d_{3}}, x + y + z)$ over $F_{2}$ when $d_{1}, d_{2}, d_{3}$ all li…

Shuffling the Deck: Invariant Theory and the Graph Reconstruction Conjecture

On Lengths of F2​[x,y,z]/(xd1​,yd2​,zd3​,x+y+z)

On Lengths of $F_{2} [x, y, z] / (x^{d_{1}}, y^{d_{2}}, z^{d_{3}}, x + y + z)$