Group and phenomenological symmetries in geometry
Copyright policy )Group and phenomenological symmetries in geometry
In dem Artikel definiert man die Begriffe der phänomenologischen Symmetrie der \(n\)-dimensionalen Geometrie der Abstände des Rangs \(m=n+2\) und der \(n\)-dimensionalen Geometrie der Abstände mit gruppaler Symmetrie der Ordnung \(n(n+1)/2\) auf einer vorgegebenen Menge. Man zeigt, daß die gruppale Symmetrie des \(n\)-dimensionalen Raumes, welcher die Bewegung des festen Körpers mit \(n(n+1)/2\) Freiheitsgraden definiert, äquivalent mit der phänomenologischen Symmetrie ist.
Analytic geometry with other transformation groups, physical structures, phenomenological symmetry, General theory of distance geometry, Metric geometry, group symmetry, Axiomatics, foundations
Analytic geometry with other transformation groups, physical structures, phenomenological symmetry, General theory of distance geometry, Metric geometry, group symmetry, Axiomatics, foundations
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