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Oleksandr Kulkov
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render fix
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src/algebra/polynomial.md

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@@ -195,7 +195,12 @@ Another example where Hensel's lifting might be helpful are so-called [p-adic nu
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### Logarithm
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For the function $\ln P(x)$ it's known that: \[\boxed{(\ln P(x))' = \dfrac{P'(x)}{P(x)}}\]
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For the function $\ln P(x)$ it's known that:
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$$
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\boxed{(\ln P(x))' = \dfrac{P'(x)}{P(x)}}
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$$
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Thus we can calculate $n$ coefficients of $\ln P(x)$ in $O(n \log n)$.
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