Pages that link to "Item:Q2487022"

The following pages link to 16-dimensional compact projective planes with a large group fixing two points and two lines (Q2487022):

Displaying 21 items.

• 16-dimensional compact projective planes with a large group fixing two points and only one line (Q447751) (← links)
• Semi-simple groups of compact 16-dimensional planes (Q506924) (← links)
• Compact 16-dimensional projective planes with large collineation groups. III (Q796826) (← links)
• S\(U_ 4({\mathbb{C}})\) als Kollineationsgruppe in sechzehndimensionalen lokalkompakten Translationsebenen. \((SU_ 4({\mathbb{C}})\) as collineation group in sixteen-dimensional locally compact translation planes) (Q1090936) (← links)
• Projective planes of order 16 having a Frobenius group of order 34 (Q1145368) (← links)
• Characterization of 16-dimensional Hughes planes (Q1270258) (← links)
• Large almost simple groups acting on 16-dimensional compact projective planes (Q1284191) (← links)
• Compact 16-dimensional projective planes (Q1290402) (← links)
• Large automorphism groups of 8-dimensional projective planes are Lie groups (Q1337123) (← links)
• Large semisimple groups on 16-dimensional compact projective planes are almost simple (Q1358282) (← links)
• On the classification of 16-dimensional planes (Q1580087) (← links)
• Sixteen-dimensional locally compact translation planes with large automorphism groups having no fixed points (Q1591217) (← links)
• \(SU_ 2\mathbb{H}\) as the collineation group of sixteen dimensional locally compact translation planes (Q1904117) (← links)
• Compact projective planes. With an introduction to octonion geometry (Q1911798) (← links)
• Helmut Salzmann and his legacy (Q2087444) (← links)
• Sixteen-dimensional compact translation planes with automorphism groups of dimension at least 35 (Q2087448) (← links)
• 16-dimensional compact projective planes with a collineation group of dimension \(\geq 35\) (Q2481719) (← links)
• Near-homogeneous 16-dimensional planes (Q2726406) (← links)
• Compact 16-Dimensional Projective Planes with Large Collineation Groups. IV (Q3782337) (← links)
• 16-dimensional compact projective planes with 3 fixed points (Q4435222) (← links)
• Sixteen-dimensional locally compact translation planes admitting \(SU_4\mathbb{C}\cdot S\mathbb{U}_2\mathbb{C}\) or \(SU_4\mathbb{C}\cdot S\mathbb{L}_2\mathbb{R}\) as a group of collineations (Q5954691) (← links)