Pages that link to "Item:Q2045399"

The following pages link to The conjecture on the crossing number of \(K_{1, m, n}\) is true if Zarankiewicz's conjecture holds (Q2045399):

Displaying 4 items.

• The crossing number of \(K_{1,m,n}\) (Q998333) (← links)
• Zarankiewicz's conjecture is finite for each fixed \(m\) (Q1945996) (← links)
• Asymptotically settling Zarankiewicz's conjecture in finite time, for each \(m\) (Q2857359) (← links)
• The tripartite-circle crossing number of graphs with two small partition classes (Q6640040) (← links)