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## kixi.stats.math

#### absclj/s

``(abs x)``
source

#### betaclj/s

``(beta a b)``

Computes the beta function

```Computes the beta function
```
sourceraw docstring

#### betacfclj/s

``(betacf x a b)``

Evaluates the continued fraction for the incomplete beta function. Modified Lentz's method

```Evaluates the continued fraction for the incomplete beta function.
Modified Lentz's method```
sourceraw docstring

#### ceilclj/s

``(ceil x)``
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#### clampclj/s

``(clamp x lower upper)``
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#### cosclj/s

``(cos x)``
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#### equalclj/s

``(equal x y e)``
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#### erfclj/s

``(erf x)``

Computes the error function

```Computes the error function
```
sourceraw docstring

#### erfcclj/s

``(erfc x)``

Computes the complementary error function

```Computes the complementary error function
```
sourceraw docstring

#### erfcinvclj/s

``(erfcinv p)``

Computes the inverse of the complementary error function

```Computes the inverse of the complementary error function
```
sourceraw docstring

#### expclj/s

``(exp x)``
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#### floorclj/s

``(floor x)``
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#### gammaclj/s

``(gamma x)``

Computes the value of Γx

```Computes the value of Γx
```
sourceraw docstring

#### gamma-pinvclj/s

``(gamma-pinv p a)``

Returns the inverse of the lower regularized inomplete gamma function

```Returns the inverse of the lower regularized inomplete gamma function
```
sourceraw docstring

#### ibetaclj/s

``(ibeta x a b)``

Returns the incomplete beta function I_x(a,b)

```Returns the incomplete beta function I_x(a,b)
```
sourceraw docstring

#### ibetainvclj/s

``(ibetainv p a b)``

Returns the inverse of the incomplete beta function

```Returns the inverse of the incomplete beta function
```
sourceraw docstring

#### infinite?clj/s

``(infinite? x)``
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#### inv-gamma-1pm1clj/s

``(inv-gamma-1pm1 x)``

Computes the function `(dec (/ 1 (gamma (inc x))))` for -0.5 <= x <= 0.5

```Computes the function `(dec (/ 1 (gamma (inc x))))`
for -0.5 <= x <= 0.5```
sourceraw docstring

#### lanczos-approximationclj/s

``(lanczos-approximation x)``

Computes the Lanczos approximation to the Gamma function

```Computes the Lanczos approximation to the Gamma function
```
sourceraw docstring

#### LANCZOS_Gclj/s

The Lanczos constant

```The Lanczos constant
```
sourceraw docstring

#### logclj/s

``(log x)``
source

#### log-betaclj/s

``(log-beta a b)``

Computes the log of the beta function

```Computes the log of the beta function
```
sourceraw docstring

#### log-gammaclj/s

``(log-gamma x)``

Computes the value of ln(Γx)

```Computes the value of ln(Γx)
```
sourceraw docstring

#### log-gamma-1pclj/s

``(log-gamma-1p x)``

Computes the function `(ln (gamma (inc x)))` for -0.5 <= x <= 0.5

```Computes the function `(ln (gamma (inc x)))`
for -0.5 <= x <= 0.5```
sourceraw docstring

#### log1pclj/s

``(log1p x)``
source

#### lower-regularized-gammaclj/s

``(lower-regularized-gamma a x)``

Computes the lower regularized incomplete gamma function P(a,x)

```Computes the lower regularized incomplete gamma function P(a,x)
```
sourceraw docstring

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source

#### powclj/s

``(pow x n)``
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#### rootclj/s

``(root x n)``
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#### sinclj/s

``(sin x)``
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#### sqclj/s

``(sq x)``
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#### sqrtclj/s

``(sqrt x)``
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