Pages that link to "Item:Q2726407"

The following pages link to A short proof of the uniqueness of Kühnel's 9-vertex complex projective plane (Q2726407):

Displaying 12 items.

• From the icosahedron to natural triangulations of \(\mathbb {C}\mathbb{P}^{2}\) and \(S ^{2}\times S ^{2}\) (Q644813) (← links)
• The 9-vertex complex projective plane (Q790424) (← links)
• On Kühnel's 9-vertex complex projective plane (Q1332626) (← links)
• A proof of Kühnel's conjecture for \(n\geq k^ 2+3k\) (Q1359360) (← links)
• Uniqueness of \(\mathbb{CP}^n\) (Q2407563) (← links)
• Uniqueness of Walkup's 9-vertex 3-dimensional Klein bottle (Q2519825) (← links)
• THE KÜHNEL TRIANGULATION OF THE COMPLEX PROJECTIVE PLANE FROM THE VIEW POINT OF COMPLEX CRYSTALLOGRAPHY PART II (Q4006091) (← links)
• (Q4988591) (← links)
• A short proof of the non-biplanarity of $K_9$ (Q5084705) (← links)
• Trisecting the nine-vertex complex projective plane (Q6121476) (← links)
• 634 vertex-transitive and more than \(10^{103}\) non-vertex-transitive 27-vertex triangulations of manifolds like the octonionic projective plane (Q6568707) (← links)
• New examples and partial classification of 15-vertex triangulations of the quaternionic projective plane (Q6665282) (← links)