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Of course, yes. Take some fraction $\frac{f}{g}$ ($f$ and $g$ are polinomialspolynomials) and build its recurrent sequence. Further, take $\frac{f}{g}+h$ ($h$ is a polinomialpolynomial of degree 4) and do the same.
Of course, yes. Take some fraction $\frac{f}{g}$ ($f$ and $g$ are polinomials) and build its recurrent sequence. Further, take $\frac{f}{g}+h$ ($h$ is a polinomial of degree 4) and do the same.
Of course, yes. Take some fraction $\frac{f}{g}$ ($f$ and $g$ are polynomials) and build its recurrent sequence. Further, take $\frac{f}{g}+h$ ($h$ is a polynomial of degree 4) and do the same.
Of course, yes. Take some fraction $\frac{f}{g}$ ($f$ and $g$ are polinomials) and build its recurrent sequence. Further, take $\frac{f}{g}+h$ ($h$ is a polinomial of degree 4) and do the same.
