Abstract
We study 6-transposition groups, i.e. groups generated by a normal set of involutions D, such that the order of the product of any two elements from D does not exceed 6. We classify most of the groups generated by 3 elements from D, two of which commute, and prove they are nite.
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APA
Afanasev, V. A., & Mamontov, A. S. (2024). ON 3-GENERATED 6-TRANSPOSITION GROUPS. Siberian Electronic Mathematical Reports , 21(2), 540–554. https://doi.org/10.33048/semi.2024.21.039
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