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| | GROUP OF ORDER 64 # 222 |
 | | The Group H is Isomorphic to the Group of Order 32 Number 29 GrpPC of order 32 = 2^5 PC-Relations: $.1^2 = $.3, $.2^2 = $.3, $.4^2 = $.5, $.2^$.1 = $.2 * $.4, $.4^$.1 = $.4 * $.5, $.4^$.2 = $.4 * $.5 Generated by [ G.1 * G.2 * G.4, G.1 ] |
 | | The Group H is Isomorphic to the Group of Order 32 Number 30 GrpPC of order 32 = 2^5 PC-Relations: $.1^2 = $.2, $.3^2 = $.4, $.4^2 = $.5, $.3^$.1 = $.3 * $.4, $.4^$.1 = $.4 * $.5 Generated by [ G.2 * G.3, G.1 * G.3 ] |
 | | The Group H is Isomorphic to the Group of Order 32 Number 28 GrpPC of order 32 = 2^5 PC-Relations: $.1^2 = $.3 * $.4 * $.5, $.2^2 = $.3, $.4^2 = $.5, $.2^$.1 = $.2 * $.4, $.4^$.2 = $.4 * $.5 Generated by [ G.2 * G.3, G.1 ] |
| www.math.uga.edu /~jfc/groups/Groups64/gp64.222.html (1104 words) |
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