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Finite separable metacyclic 2-groups |
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| Authors: | Joseph Kirtland |
| Institution: | Department of Mathematics, Marist College, 3399 North Road, Poughkeepsie, NY 12601, USA |
| Abstract: | A finite separable metacyclic 2-group G can be written as the semidirect product of a cyclic group with another cyclic group. Necessary and sufficient conditions are given for when all other split decompositions of G result in, up to isomorphism, this same semidirect product representation for G. |
| Keywords: | complement metacyclic separable semidirect product split |
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