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Given two elements of the lamplighter group g = (n,(. . . , l−1, l0, l1, . . .)), h = (m,(. . . , k−1, k0, k1, . . .)), how can one determine if they are conjugates?
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Given two elements of the lamplighter group g = (n,(. . . , l−1, l0, l1, . . .)), h = (m,(. . . , k−...
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