Pages that link to "Item:Q1090936"

The following pages link to 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):

Displaying 15 items.

• Die Oktavenebene als Translationsebene mit großer Kollineationsgruppe. (The Cayley plane as a translation plane with a large collineation group) (Q582572) (← links)
• Vierdimensionale \({\mathbb{C}}^*\cdot SU_ 2{\mathbb{C}}\)-Ebenen. (Four- dimensional \({\mathbb{C}}^*\cdot SU_ 2{\mathbb{C}}\)-planes) (Q915125) (← links)
• Die affinen Projektivitätengruppen der lokalkompakten zusammenhängenden Translationsebenen. (The affine groups of projectivities of locally compact connected translation planes) (Q1088151) (← links)
• Sechzehndimensionale lokalkompakte Translationsebenen mit Spin(7) als Kollineationsgruppe. (Sixteen-dimensional locally compact translation planes with Spin(7) as their collineation group) (Q1100439) (← links)
• On the dimensions of automorphism groups of four-dimensional double loops (Q1323419) (← links)
• Sixteen-dimensional locally compact translation planes with large automorphism groups having no fixed points (Q1591217) (← links)
• Transitive groups of similitudes generated by octonions (Q1616920) (← links)
• \(SU_ 2\mathbb{H}\) as the collineation group of sixteen dimensional locally compact translation planes (Q1904117) (← links)
• Compact groups on compact projective planes (Q1904120) (← links)
• 4-dimensional compact projective planes with a 5-dimensional nilradical (Q1904121) (← links)
• Sixteen-dimensional locally compact planes of Lenz-type V on which \(\mathrm{SU}_2\mathbb{H}\) acts as a group of collineations (Q1996186) (← links)
• Sixteen-dimensional compact translation planes with automorphism groups of dimension at least 35 (Q2087448) (← links)
• Sixteen-dimensional locally compact translation planes with collineation groups of dimension at least 38 (Q2998871) (← links)
• Noncompact subgroups of the reduced stabilizer of a locally compact, connected translation plane (Q4793734) (← 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)