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Construction of 2-Gyrogroups in Which Every Proper Subgyrogroup Is Either a Cyclic or a Dihedral Group.

, , , и . Symmetry, 13 (2): 316 (2021)

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Andreas Ungár

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From Möbius to Gyrogroups.. The American Mathematical Monthly, 115 (2): 138-144 (2008)Einstein's velocity addition law and its hyperbolic geometry.. Comput. Math. Appl., 53 (8): 1228-1250 (2007)Construction of 2-Gyrogroups in Which Every Proper Subgyrogroup Is Either a Cyclic or a Dihedral Group., , , и . Symmetry, 13 (2): 316 (2021)A Gyrovector Space Approach to Hyperbolic Geometry. Synthesis Lectures on Mathematics & Statistics Morgan & Claypool Publishers, (2009)The density matrix for mixed state qubits and hyperbolic geometry.. Quantum Inf. Comput., 2 (6): 513-514 (2002)