Sponsored links: Algebra eBooks

### The Maxima on-line user's manual

Algebra Calculator

#### Bessel_y

Function: bessel_y (<v>, <z>) The Bessel function of the second kind of order v and argument z.

```     `bessel_y` is defined as
cos(%pi v) bessel_j(v, z) - bessel_j(-v, z)
-------------------------------------------
sin(%pi v)```

when v is not an integer. When v is an integer n, the limit as v approaches n is taken.

There are also some inexact matches for `bessel_y`. Try `?? bessel_y` to see them.

```(%o1)                                true
(%i2) ```

### Related Examples

##### bessel_y

bessel_y(-14.57541899...

Calculate

##### bessel_y-diff

diff( bessel_y(1,x), x);

Calculate

##### bessel_y-diff

diff( bessel_y(0, x),...

Calculate

##### bessel_y-spherical_bessel_y

? spherical_bessel_y;

Calculate

##### bessel_y-diff

diff( bessel_y(1,x), x);

Calculate

##### bessel_y

bessel_y(14.575418994...

Calculate

##### bessel_y-diff

diff( bessel_y(1, x),...

Calculate

##### bessel_y

bessel_y(14.575418994...

Calculate

##### bessel_y-diff

diff( bessel_y(1,x), x);

Calculate

##### bessel_y-diff

diff( bessel_y(0, x),...

Calculate