ArrayUtils
Installation
$ npm install ml-array-utils
Methods
coordArrayToPoints(array, dimensions)
Function that returns an array of points given 1D array as follows:
[x1, y1, .. , x2, y2, ..]
And receive the number of dimensions of each point.
Arguments
array
- 1D arraydimensions
- number of dimensions that has each point.
coordArrayToCoordMatrix(array, dimensions)
Function that given an array as follows:
[x1, y1, .. , x2, y2, ..]
Returns an array as follows:
[[x1, x2, ..], [y1, y2, ..], [ .. ]]
And receives the number of dimensions of each coordinate.
Arguments
array
- 1D arraydimensions
- number of dimensions that has each point.
coordMatrixToCoordArray(coordMatrix)
Function that receives a coordinate matrix as follows:
[[x1, x2, ..], [y1, y2, ..], [ .. ]]
Returns an array of coordinates as follows:
[x1, y1, .. , x2, y2, ..]
Arguments
coordMatrix
- Coordinate matrix
coordMatrixToPoints
Function that receives a coordinate matrix as follows:
[[x1, x2, ..], [y1, y2, ..], [ .. ]]
Returns an array of points.
Arguments
coordMatrix
- Coordinate matrix
pointsToCoordArray(points)
Function that transform an array of points into a coordinates array as follows:
[x1, y1, .. , x2, y2, ..]
Arguments
points
- Coordinate matrix
pointsToCoordMatrix(points)
Function that recieve an array of points and returns a coordinates matrix as follows:
[[x1, x2, ..], [y1, y2, ..], [ .. ]]
Arguments
points
- Coordinate matrix
applyDotProduct(firstVector, secondVector)
Apply the dot product between the smaller vector and a subsets of the
largest one, returns an array with all the results of each dot product.
Arguments
firstVector
- ArraysecondVector
- Array
getEquallySpacedData(x, y, options)
Function that returns a Number array of equally spaced numberOfPoints
containing a representation of intensities of the spectra arguments x
and y.
The options parameter contains an object in the following form:
from: starting point
to: last point
numberOfPoints: number of points between from and to
variant: "slot" or "smooth" - smooth is the default option
The slot variant consist that each point in the new array is calculated
averaging the existing points between the slot that belongs to the current
value. The smooth variant is the same but takes the integral of the range
of the slot and divide by the step size between two points in the new array.
Arguments
x
- Array of positions in the x axis.y
- Array of positions in the y axis.options
- Options in the way described.
SNV(data)
Function that applies the standard normal variate (SNV) to an array of values.
Arguments
Authors
License
MIT