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    How to Calculate π^σ If We Have 2 Disjoint Cycles?

    I think it's something along the lines of σ^(-1)*\pi*σ. But then again, I'm not seeing how can I calculate σ^(-1).
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    How to Calculate π^σ If We Have 2 Disjoint Cycles?

    Yes cyclic permuations. For example if\pi= (147)(263859) and σ=(16789)(2345) how can we calculate \pi^σ
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    How to Calculate π^σ If We Have 2 Disjoint Cycles?

    Suppose we have 2 disjoint cycles π and σ. How can one calculate π^σ? I know how to calculate σ^2 or σ^3 but I can't figure out how to solve that.
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