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We find the groups of motions of eight three-dimensional maximal mobility geometries. These groups are actions of just three Lie groups SL2(R)ΔN, SL2(C)R, and SL2(R)⊗SL2(R) on the space R3, where… Click to show full abstract
We find the groups of motions of eight three-dimensional maximal mobility geometries. These groups are actions of just three Lie groups SL2(R)ΔN, SL2(C)R, and SL2(R)⊗SL2(R) on the space R3, where N is a normal abelian subgroup. We also find explicit expressions for these actions.
Keywords:
three dimensional;
mobility geometries;
maximal mobility;
groups motions;
dimensional maximal
Journal Title: Siberian Mathematical Journal
Year Published: 2018
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Journal Title: Siberian Mathematical Journal
Year Published: 2018
Link to full text (if available)
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recommendations!