Limits of Latin squares

F Garbe, R Hancock, J Hladký… - arXiv preprint arXiv …, 2020 - arxiv.org
We develop a limit theory of Latin squares, paralleling the recent limit theories of dense
graphs and permutations. We introduce a notion of density, an appropriate version of the cut …

Limits of Latin squares

F Garbe - math.tugraz.at
We develop a limit theory for Latin squares, paralleling the recent limit theories of dense
graphs and permutations. We introduce a notion of density, an appropriate version of the cut …

Limits of Latin squares

F Garbe, R Hancock, J Hladký… - arXiv e-prints, 2020 - ui.adsabs.harvard.edu
We develop a limit theory of Latin squares, paralleling the recent limit theories of dense
graphs and permutations. We introduce a notion of density, an appropriate version of the cut …

[PDF][PDF] Limits of Latin squares

F Garbe, R Hancock, J Hladký, M Sharifzadeh - web2023.math.cas.cz
We develop a limit theory of Latin squares, paralleling the recent limit theories of dense
graphs and permutations. We introduce a notion of density, an appropriate version of the cut …

[PDF][PDF] Limits of Latin squares

F Garbe, R Hancock, J Hladký, M Sharifzadeh - webadmin.math.cas.cz
We develop a limit theory of Latin squares, paralleling the recent limit theories of dense
graphs and permutations. We introduce a notion of density, an appropriate version of the cut …

Limits of Latin squares

F Garbe, R Hancock, J Hladký, M Sharifzadeh - Discrete Analysis, 2023 - diva-portal.org
We develop a limit theory of Latin squares, paralleling the recent limit theories ofdense
graphs and permutations. We introduce a notion of density, an appropriate version ofthe cut …

[引用][C] Limits of Latin squares

F Garbe, R Hancock, J Hladky… - Discrete …, 2023 - discreteanalysisjournal.com