The groups which may be generated by two operators $s_1 ,s_2 $ satisfying the equation $\left( {s_1 s_2 } \right)^\alpha = \left( {s_2 s_1 } \right)^\beta $, $\alpha$ and $\beta$ being relatively prime

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G. A. Miller. "The groups which may be generated by two operators $s_1 ,s_2 $ satisfying the equation $\left( {s_1 s_2 } \right)^\alpha = \left( {s_2 s_1 } \right)^\beta $, $\alpha$ and $\beta$ being relatively prime." Bulletin of the American Mathematical Society 16.2 (1909) 67-70