From Jason Turner

[sf.cmath.sph.bessel]

Diff to HTML by rtfpessoa

tmp/tmpzrn265xf/{from.md → to.md} RENAMED
@@ -7,13 +7,11 @@ long double sph_bessell(unsigned n, long double x);
7
  ```
8
 
9
  *Effects:* These functions compute the spherical Bessel functions of the
10
  first kind of their respective arguments `n` and `x`.
11
 
12
- *Returns:*
13
- $$\mathsf{j}_n(x) = (\pi/2x)^{1\!/\!2} \mathsf{J}_{n + 1\!/\!2}(x) \text{ ,\quad for $x \ge 0$,}$$
14
- where n is `n` and x is `x`.
15
 
16
  *Remarks:* The effect of calling each of these functions is
17
  *implementation-defined* if `n >= 128`.
18
 
19
  See also [[sf.cmath.cyl.bessel.j]].
 
7
  ```
8
 
9
  *Effects:* These functions compute the spherical Bessel functions of the
10
  first kind of their respective arguments `n` and `x`.
11
 
12
+ *Returns:* jₙ(x), where jₙ is given by , n is `n`, and x is `x`.
 
 
13
 
14
  *Remarks:* The effect of calling each of these functions is
15
  *implementation-defined* if `n >= 128`.
16
 
17
  See also [[sf.cmath.cyl.bessel.j]].