From Jason Turner

[sf.cmath.cyl.bessel.i]

Diff to HTML by rtfpessoa

tmp/tmpraujnwj5/{from.md → to.md} RENAMED
@@ -7,14 +7,12 @@ long double cyl_bessel_il(long double nu, long double x);
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  ```
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  *Effects:* These functions compute the regular modified cylindrical
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  Bessel functions of their respective arguments `nu` and `x`.
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- *Returns:* $$\mathsf{I}_\nu(x) =
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- i^{-\nu} \mathsf{J}_\nu(ix) =
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- \sum_{k=0}^\infty \frac{(x/2)^{\nu+2k}}{k! \: \Gamma(\nu+k+1)}
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- \text{ ,\quad for $x \ge 0$,}$$ where $\nu$ is `nu` and x is `x`.
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  *Remarks:* The effect of calling each of these functions is
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  *implementation-defined* if `nu >= 128`.
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  See also [[sf.cmath.cyl.bessel.j]].
 
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  ```
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  *Effects:* These functions compute the regular modified cylindrical
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  Bessel functions of their respective arguments `nu` and `x`.
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+ *Returns:* $\mathsf{I}_\nu(x)$, where $\mathsf{I}_\nu$ is given by ,
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+ $\nu$ is `nu`, and x is `x`.
 
 
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  *Remarks:* The effect of calling each of these functions is
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  *implementation-defined* if `nu >= 128`.
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  See also [[sf.cmath.cyl.bessel.j]].