Pages that link to "Item:Q914156"

The following pages link to An elementary proof of the theorem of Beckman and Quarles (Q914156):

Displaying 17 items.

• On diversity and stability of unit bases for the Euclidean metric (Q1037202) (← links)
• An identification of the connections of Quillen and Beilinson-Schechtman (Q1317401) (← links)
• A remark on the Beckman/Quarles theorem (Q1377798) (← links)
• On \(n\)-norm preservers and the Aleksandrov conservative \(n\)-distance problem (Q1675099) (← links)
• The Beckman-Quarles theorem for mappings from \(\mathbb{R}^2\) of \(\mathbb{F}^2\), where \(\mathbb{F}\) is a subfield of a commutative field extending \(\mathbb{R}\) (Q1766169) (← links)
• Der Satz von Beckman-Quarles im rationalen Raum. (The Beckman-Quarles theorem in rational space) (Q1819369) (← links)
• Mappings preserving area 1 of triangles (Q1879088) (← links)
• Maps between buildings that preserve a given Weyl distance. (Q1890442) (← links)
• Another proof of a theorem of J. Beck (Q1971760) (← links)
• The Beckman-Quarles theorem in hyperbolic geometry (Q2034596) (← links)
• The Beckman-Quarles theorem via the triangle inequality (Q2238258) (← links)
• A characterization of isometries on an open convex set. II (Q2271921) (← links)
• A contribution to the Aleksandrov conservative distance problem in two dimensions (Q2350010) (← links)
• Mappings which preserve regular dodecahedrons (Q2469019) (← links)
• Quotients of Essentially Euclidean Spaces (Q3121315) (← links)
• Remarks to the Beckman-Quarles problem (Q3990515) (← links)
• Isometries of Spheres (Q4874113) (← links)