4 papers
An Improved Turán Exponent for 2-Complexes
Maya Sankar
The topological Turán number of a 2-dimensional simplicial complex asks for the maximum number of edges in an -vertex 3-uniform hypergraph contain…
The Turán Density of 4-Uniform Tight Cycles
Maya Sankar
For any uniformity and residue modulo , we give an exact characterization of the -uniform hypergraphs that homomorphically avoid tight cycles of length modulo …
A Jump in the Codegree Turán Densities of Long Tight Cycles
József Balogh, Haoran Luo, Maya Sankar
We study the codegree Turán density of , the -uniform hypergraph tight cycle of length . A result of Han, Lo, and Sanhueza-Matamala states that if $\e…
Rainbow Trees in Hypercubes
Nicholas Crawford, Maya Sankar, Carl Schildkraut +1
We prove that every proper edge-coloring of the -dimensional hypercube contains a rainbow copy of every tree on at most edges. This result is best possible, as $Q_…