272 packages found

M
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Description

The lodash method `_.mean` exported as a module.

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published 4.1.03 years ago
M
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Description

Mean interval

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published 1.0.12 years ago
M
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Description

A light statistical package that operates on numeric Arrays.

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published 2.2.03 months ago
M
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Description

Calculates the weighted mean of an array of numbers

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published 1.0.22 years ago
M
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Description

Computes a weighted mean over an array of values.

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published 1.0.04 years ago
M
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Description

A simple tool for calculating incremental stats on numeric streams.

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published 1.2.1a year ago
M
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Description

Engineering statistics and data analysis

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published 2.0.03 years ago
M
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M
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Description

Computes the harmonic mean over an array of values.

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published 1.0.04 years ago
M
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Description

Computes the arithmetic mean over an array of values ignoring any values which are not numeric.

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published 1.0.24 years ago
M
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Description

Normalizes a value according to the specified steps, using log norm2 formula.

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published 1.0.1a year ago
M
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Description

Computes the geometric mean of an array.

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published 1.1.04 years ago
M
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Description

Computes the interquartile mean (midmean) of a numeric array.

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published 1.0.34 years ago
M
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Description

Computes a moving arithmetic mean over an array.

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published 1.1.04 years ago
M
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Description

Computes the quadratic mean (root mean square).

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published 2.0.0a year ago
M
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P

Description

Provides a method to compute a moving arithmetic mean incrementally.

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published 1.0.24 years ago
M
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Description

Provides a method to compute an arithmetic mean incrementally.

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Publisher

published 1.0.24 years ago
M
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P

Description

Computes the quadratic mean (root mean square) of an array of values ignoring any values which are not numeric.

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Publisher

published 1.0.04 years ago
M
Q
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Description

Computes the geometric mean of an array of values ignoring any values which are not numeric.

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Publisher

published 1.0.04 years ago
M
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Description

Computes the harmonic mean of an array of values ignoring any values which are not numeric.

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Publisher

published 1.0.04 years ago