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The relation \(s_2^{-1}s_1^{\varepsilon}s_2^{\delta}s_2=s_1^{ 1}s_1^{\varepsilon}s_2^{\delta}s_1\) in the definition of non-Abelian groups of finite order. - MaRDI portal

The relation \(s_2^{-1}s_1^{\varepsilon}s_2^{\delta}s_2=s_1^{ 1}s_1^{\varepsilon}s_2^{\delta}s_1\) in the definition of non-Abelian groups of finite order. (Q1444845)

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scientific article; zbMATH DE number 2581168
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English
The relation \(s_2^{-1}s_1^{\varepsilon}s_2^{\delta}s_2=s_1^{ 1}s_1^{\varepsilon}s_2^{\delta}s_1\) in the definition of non-Abelian groups of finite order.
scientific article; zbMATH DE number 2581168

    Statements

    The relation \(s_2^{-1}s_1^{\varepsilon}s_2^{\delta}s_2=s_1^{ 1}s_1^{\varepsilon}s_2^{\delta}s_1\) in the definition of non-Abelian groups of finite order. (English)
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    1927
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    Auszug aus einem Vortrag vor der American Mathematical Society
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