Mappings preserving regular hexahedrons.
Mappings which preserve regular dodecahedrons.
Mathematische Modelle für die Geometrieverarbeitung - Mengentheoretisch-Algebraische Grundlagen und ein (Fleisch, Haut)- Modell
Maximale (m, n)- Punktkonfigurationen.
Measurements of curvilineal angles.
Mehrdimensionales Analogon zu den Sätzen von Menelaos und Ceva
Mehrfach-orthogonale Simplexe in Räumen konstanter Krümmung
Mémoire sur les surfaces
Metric characterizations of hyperbolic and Euclidean spaces
Metric properties of the Stephanos bijection.
Metric rigidity of crystallographic groups.
Metrische Eigenschaften der nichtabwickelbaren Monosysteme der Dimension im Euklidischen Raume (Vorläufige Mitteilung)
Metrische Eigenschaften einparametrischer Systeme von linearen Räumen der Dimension im Euklidischen Raume (Vorläufige Mitteilungen)
Minimal paradoxical decomposition for Mycielski's square
Minimaler Umkugelradius bei vierdimensionalen Simplexen mit Einschränkungen für ihre Kanten
Mini-programs for hidden lines on a surface
Many programs for the hidden lines on a surface are known [1] but these programs are long and need a large memory of the computer. In this paper we show algorithms and the corresponding mini-program in BASIC which can be implemented on minicomputers with plotters or plotting displays. We map the surface in the parallel or central projections.
Minkowského množinové operace a jejich aplikace
Minkowskian rhombi and squares inscribed in convex Jordan curves
We show that any convex Jordan curve in a normed plane admits an inscribed Minkowskian square. In addition we prove that no two different Minkowskian rhombi with the same direction of one diagonal can be inscribed in the same strictly convex Jordan curve.
Mittelpunktspolyeder im E4.
Möbius gyrovector spaces in quantum information and computation
Hyperbolic vectors, called gyrovectors, share analogies with vectors in Euclidean geometry. It is emphasized that the Bloch vector of Quantum Information and Computation (QIC) is, in fact, a gyrovector related to Möbius addition rather than a vector. The decomplexification of Möbius addition in the complex open unit disc of a complex plane into an equivalent real Möbius addition in the open unit ball of a Euclidean 2-space is presented. This decomplexification proves useful, enabling the resulting...