Solutions of the equation \(a_n + (a_{n-1} + \cdots (a_2 + (a_1 + x^{r_1})^{r_2})\cdots)^{r_n} = b\, x\) (Q6656154)

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scientific article; zbMATH DE number 7961190
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English
Solutions of the equation \(a_n + (a_{n-1} + \cdots (a_2 + (a_1 + x^{r_1})^{r_2})\cdots)^{r_n} = b\, x\)
scientific article; zbMATH DE number 7961190

    Statements

    Solutions of the equation \(a_n + (a_{n-1} + \cdots (a_2 + (a_1 + x^{r_1})^{r_2})\cdots)^{r_n} = b\, x\) (English)
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    2 January 2025
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    bifurcations
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    limit cycles
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    cyclicity
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