ImmutableTriangle

Kotlin |Java

class ImmutableTriangle : Triangle

kotlin.Any
↳	androidx.ink.geometry.Triangle
	↳	androidx.ink.geometry.ImmutableTriangle

An immutable triangle, defined by its three corners p0, p1 and p2 in order. This object is immutable, so it is inherently thread-safe. See MutableTriangle for the mutable version.

Summary

Public constructors
`ImmutableTriangle(p0: Vec, p1: Vec, p2: Vec)`

Public functions
`open operator Boolean`	`equals(other: Any?)` Equality for `ImmutableTriangle` is defined using the order in which `p0`, `p1` and `p2` are defined.
`open Int`	`hashCode()`
`open String`	`toString()`

Public properties
`open Vec`	`p0` One of the three points that define the `Triangle`.
`open Vec`	`p1` One of the three points that define the `Triangle`.
`open Vec`	`p2` One of the three points that define the `Triangle`.

Inherited functions

From androidx.ink.geometry.Triangle

`ImmutableBox`	`computeBoundingBox()` Returns the minimum bounding box containing the `Triangle`.
`MutableBox`	`computeBoundingBox(outBox: MutableBox)` Populates `outBox` with the minimum bounding box containing the `Triangle` and returns `outBox`.
`ImmutableSegment`	`computeEdge(index: @IntRange(from = 0, to = 2) Int)` Returns the segment of the Triangle between the point at `index` and the point at `index` + 1 modulo 3.
`MutableSegment`	`computeEdge(index: @IntRange(from = 0, to = 2) Int, outSegment: MutableSegment)` Fills `outSegment` with the segment of the Triangle between the point at `index` and the point at `index` + 1 modulo 3.
`Float`	`computeSignedArea()` Return the signed area of the `Triangle`.
`operator Boolean`	`contains(point: Vec)` Returns true if the given point is contained within the Triangle.
`Boolean`	`isAlmostEqual(other: Triangle, tolerance: @FloatRange(from = 0.0) Float)`

Public constructors

ImmutableTriangle

Added in 1.0.0-alpha02

ImmutableTriangle(p0: Vec, p1: Vec, p2: Vec)

Public functions

equals

open operator fun equals(other: Any?): Boolean

Equality for ImmutableTriangle is defined using the order in which p0, p1 and p2 are defined. Rotated/flipped triangles with out-of-order vertices are not considered equal.

hashCode

open fun hashCode(): Int

toString

open fun toString(): String

Public properties

p0

Added in 1.0.0-alpha02

open val p0: Vec

One of the three points that define the Triangle.

p1

Added in 1.0.0-alpha02

open val p1: Vec

One of the three points that define the Triangle.

p2

Added in 1.0.0-alpha02

open val p2: Vec

One of the three points that define the Triangle.