[][src]Crate piecewise_linear

This crate provides utilities to manipulate continuous piecewise linear functions.

They are internally represented as a list of (x, y) pairs, each representing a point of inflection (or equivalently a limit between two linear pieces). The represented function is assumed to be linear between each of these points.

Domains

The domain of a function is the range over which it is defined, that is, the range between the smallest x coordinate and the greatest one in the function's definition points.

Most methods will refuse to operate on two (or more) functions that do not have the same domain. You can use expand_domain() and shrink_domain() to adapt domains.

Domains over all real numbers should be possible by using ±inf x values, but this has not been extensively tested.

Numeric types

This crate should support functions using any CoordinateType (more or less a rust-num Num), however it has not been tested with types other than f32 and f64.

Structs

Coordinate

A lightweight struct used to store coordinates on the 2-dimensional Cartesian plane.

Line

A line segment made up of exactly two Points.

LineString

An ordered collection of two or more Coordinates, representing a path between locations.

PiecewiseLinearFunction

A continuous piecewise linear function.

Point

A single point in 2D space.

PointsOfInflectionIterator

Structure returned by points_of_inflection_iter()

SegmentsIterator

Structure returned by segments_iter() on a PiecewiseLinearFunction.

Enums

ExpandDomainStrategy

Controls how the domain of a function is expanded using expand_domain() on PiecewiseLinearFunction.

Traits

CoordinateType

The type of an x or y value of a point/coordinate.

Functions

points_of_inflection_iter

Returns an iterator over pairs (x, values), where x is the union of all points of inflection of self and other, and values is a vector of the values of all passed functions, in the same order, at the corresponding x.

sum

Sums the functions together. Returns None in case of domain error.