Pages that link to "Item:Q1093896"

The following pages link to A theorem on Tits geometries of type \(C_ n\) (Q1093896):

Displaying 13 items.

• A classification of a class of \(C_ 3\) geometries (Q578579) (← links)
• Ott-Liebler numbers (Q808424) (← links)
• Products of Tits geometries: a construction of \(C_ N\) geometries with non-classical residues (Q1063870) (← links)
• Local recognition of Tits geometries of classical type (Q1071261) (← links)
• On certain geometries of type \(C_ n\) and \(F_ 4\) (Q1076334) (← links)
• On Tits geometries of type \(C_ n\) (Q1103867) (← links)
• The non-existence of certain geometries of type \(C_ 3\) (Q1113451) (← links)
• The nonexistence of certain Tits geometries with affine diagram (Q1118162) (← links)
• Dual linear extensions of generalised quadrangles (Q1180802) (← links)
• On finite \(C_ n\)-geometries with thick lines (Q1923495) (← links)
• Homogeneous Geometries (Q3756064) (← links)
• (Q4831727) (← links)
• The sphericity of the Phan geometries of type $B_n$ and $C_n$ and the Phan-type theorem of type $F_4$ (Q4913821) (← links)