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Visualizing the word
problem, with an application to sixth groups
Carl Weinbaum |
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Vol. 16 (1966), No. 3, 557–578
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Abstract |
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The word problem in certain groups is studied in algebraic terms with a geometric background. A relator is made to correspond to a plane complex so that generators are associated with 1-cells and defining relators are associated with 2-cells of the complex. In the case of less-than-one-sixth groups, the results obtained are essentially those found by Greendlinger. |
Mathematical Subject Classification
Primary: 20.10
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Milestones
Received: 12 October 1964
Published: 1 March 1966
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Authors |
| Carl Weinbaum | |
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