Substructures in Latin squares

M Kwan, A Sah, M Sawhney, M Simkin - Israel Journal of Mathematics, 2023 - Springer
We prove several results about substructures in Latin squares. First, we explain how to
adapt our recent work on high-girth Steiner triple systems to the setting of Latin squares …

Substructures in Latin squares

M Kwan, A Sah, M Sawhney, M Simkin - arXiv preprint arXiv:2202.05088, 2022 - arxiv.org
We prove several results about substructures in Latin squares. First, we explain how to
adapt our recent work on high-girth Steiner triple systems to the setting of Latin squares …

[PDF][PDF] SUBSTRUCTURES IN LATIN SQUARES

M KWAN, A SAH, M SAWHNEY, M SIMKIN - mkwn.github.io
We prove several results about substructures in Latin squares. First, we explain how to
adapt our recent work on high-girth Steiner triple systems to the setting of Latin squares …

Substructures in Latin squares

MA Kwan, A Sah, M Sawhney… - Israel Journal of …, 2023 - research-explorer.ista.ac.at
We prove several results about substructures in Latin squares. First, we explain how to
adapt our recent work on high-girth Steiner triple systems to the setting of Latin squares …

Substructures in Latin squares

M Kwan, A Sah, M Sawhney, M Simkin - arXiv e-prints, 2022 - ui.adsabs.harvard.edu
We prove several results about substructures in Latin squares. First, we explain how to
adapt our recent work on high-girth Steiner triple systems to the setting of Latin squares …