Kotlin Computational Geometry/io.github.cponfick.kompgeom.euclidean.oned/AffineTransformationMatrix1

AffineTransformationMatrix1

data class AffineTransformationMatrix1(val m00: Double, val m01: Double) : Transformer<Vec1> (source)

Affine transformation matrix for one-dimensional Euclidean vectors.

Constructors

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constructor(m00: Double, m01: Double)

Types

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object Companion

Properties

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val m00: Double

The scaling factor for the x-coordinate.

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val m01: Double

The translation factor for the x-coordinate.

Functions

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open override fun apply(obj: Vec1): Vec1

Applies the transformation to a point.

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fun determinant(): Double

Computes the determinant of the affine transformation matrix. In one-dimensional space, the determinant is simply the scaling factor (m00).

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fun eq(other: AffineTransformationMatrix1, equivalence: DoubleEquivalence = DEFAULT_DOUBLE_EQUIVALENCE): Boolean

Tests if two affine transformation matrices are approximately equal.

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open override fun inverse(): AffineTransformationMatrix1

Get the inverse of this transformation.

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open override fun preserveOrientation(): Boolean

Checks if the transformation preserves the orientation of points. For example: In 3D space, a translation preserves orientation, while a reflection does not.

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fun scale(factor: Vec1): AffineTransformationMatrix1

Scales the transformation matrix by a given vector.

fun scale(factor: Double): AffineTransformationMatrix1

Scales the transformation matrix by a given factor.

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operator fun times(other: AffineTransformationMatrix1): AffineTransformationMatrix1

Multiplies two affine transformation matrices. In one-dimensional space, this is a simple multiplication of the scaling factors and an addition of the translation factors.

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fun toArray(): DoubleArray

Converts the transformation matrix to an array representation. The array is structured in row-major order.

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fun translate(translation: Vec1): AffineTransformationMatrix1

Translates the transformation matrix by a given vector.

fun translate(translation: Double): AffineTransformationMatrix1

Translates the transformation matrix by a given distance.