Uses of Class org.cesiumjs.cs.core.Matrix3 (CesiumJS GWT Wrapper 1.59.4 API)

Packages that use Matrix3
Package Description

org.cesiumjs.cs.core

Packages that use Matrix3
Package	Description
org.cesiumjs.cs.core

Uses of Matrix3 in org.cesiumjs.cs.core

Fields in org.cesiumjs.cs.core declared as Matrix3
Modifier and Type	Field and Description
`Matrix3`	OrientedBoundingBox.`halfAxes` The transformation matrix, to rotate the box to the right position.

Methods in org.cesiumjs.cs.core that return Matrix3
Modifier and Type	Method and Description
`static Matrix3`	Matrix3.`abs(Matrix3 matrix, Matrix3 result)` Computes a matrix, which contains the absolute (unsigned) values of the provided matrix's elements.
`static Matrix3`	Matrix3.`add(Matrix3 left, Matrix3 right, Matrix3 result)` Computes the sum of two matrices.
`Matrix3`	Matrix3.`clone()` Duplicates the provided Matrix3 instance.
`Matrix3`	Matrix3.`clone(Matrix3 result)` Duplicates the provided Matrix3 instance.
`static Matrix3`	Matrix3.`clone(Matrix3 matrix, Matrix3 result)` Duplicates a Matrix3 instance.
`static Matrix3`	Transforms.`computeFixedToIcrfMatrix(JulianDate date)` Computes a rotation matrix to transform a point or vector from the Earth-Fixed frame axes (ITRF) to the International Celestial Reference Frame (GCRF/ICRF) inertial frame axes at a given time.
`static Matrix3`	Transforms.`computeFixedToIcrfMatrix(JulianDate date, Matrix3 result)` Computes a rotation matrix to transform a point or vector from the Earth-Fixed frame axes (ITRF) to the International Celestial Reference Frame (GCRF/ICRF) inertial frame axes at a given time.
`static Matrix3`	Transforms.`computeIcrfToFixedMatrix(JulianDate date)` Computes a rotation matrix to transform a point or vector from the International Celestial Reference Frame (GCRF/ICRF) inertial frame axes to the Earth-Fixed frame axes (ITRF) at a given time.
`static Matrix3`	Transforms.`computeIcrfToFixedMatrix(JulianDate date, Matrix3 result)` Computes a rotation matrix to transform a point or vector from the International Celestial Reference Frame (GCRF/ICRF) inertial frame axes to the Earth-Fixed frame axes (ITRF) at a given time.
`static Matrix3`	Transforms.`computeTemeToPseudoFixedMatrix(JulianDate date)` Computes a rotation matrix to transform a point or vector from True Equator Mean Equinox (TEME) axes to the pseudo-fixed axes at a given time.
`static Matrix3`	Transforms.`computeTemeToPseudoFixedMatrix(JulianDate date, Matrix3 result)` Computes a rotation matrix to transform a point or vector from True Equator Mean Equinox (TEME) axes to the pseudo-fixed axes at a given time.
`static Matrix3`	Matrix3.`fromArray(double[] array)` Creates a Matrix3 from 4 consecutive elements in an array.
`static Matrix3`	Matrix3.`fromArray(double[] array, int startingIndex)` Creates a Matrix3 from 4 consecutive elements in an array.
`static Matrix3`	Matrix3.`fromArray(double[] array, int startingIndex, Matrix3 result)` Creates a Matrix3 from 4 consecutive elements in an array.
`static Matrix3`	Matrix3.`fromColumnMajorArray(double[] values)` Creates a Matrix3 instance from a column-major order array.
`static Matrix3`	Matrix3.`fromColumnMajorArray(double[] values, Matrix3 result)` Creates a Matrix3 instance from a column-major order array.
`static Matrix3`	Matrix3.`fromCrossProduct(Cartesian3 the)` Computes a Matrix3 instance representing the cross product equivalent matrix of a Cartesian3 vector.
`static Matrix3`	Matrix3.`fromCrossProduct(Cartesian3 the, Matrix3 result)` Computes a Matrix3 instance representing the cross product equivalent matrix of a Cartesian3 vector.
`static Matrix3`	Matrix3.`fromQuaternion(Quaternion quaternion)` Computes a 3x3 rotation matrix from the provided quaternion.
`static Matrix3`	Matrix3.`fromQuaternion(Quaternion quaternion, Matrix3 result)` Computes a 3x3 rotation matrix from the provided quaternion.
`static Matrix3`	Matrix3.`fromRotationX(double angle)` Creates a rotation matrix around the x-axis.
`static Matrix3`	Matrix3.`fromRotationX(double angle, Matrix3 result)` Creates a rotation matrix around the x-axis.
`static Matrix3`	Matrix3.`fromRotationY(double angle)` Creates a rotation matrix around the y-axis.
`static Matrix3`	Matrix3.`fromRotationY(double angle, Matrix3 result)` Creates a rotation matrix around the y-axis.
`static Matrix3`	Matrix3.`fromRotationZ(double angle, Matrix3 result)` Creates a rotation matrix around the z-axis.
`static Matrix3`	Matrix3.`fromRowMajorArray(double[] values)` Creates a Matrix3 instance from a row-major order array.
`static Matrix3`	Matrix3.`fromRowMajorArray(double[] values, Matrix3 result)` Creates a Matrix3 instance from a row-major order array.
`static Matrix3`	Matrix3.`fromScale(Cartesian3 scale)` Computes a Matrix3 instance representing a non-uniform scale.
`static Matrix3`	Matrix3.`fromScale(Cartesian3 scale, Matrix3 result)` Computes a Matrix3 instance representing a non-uniform scale.
`static Matrix3`	Matrix3.`fromUniformScale(double scale)` Computes a Matrix3 instance representing a uniform scale.
`static Matrix3`	Matrix3.`fromUniformScale(double scale, Matrix3 result)` Computes a Matrix3 instance representing a uniform scale.
`static Matrix3`	Matrix4.`getRotation(Matrix4 matrix, Matrix3 result)` Gets the upper left 3x3 rotation matrix of the provided matrix, assuming the matrix is a affine transformation matrix.
`static Matrix3`	Matrix3.`IDENTITY()` An immutable Matrix3 instance initialized to the identity matrix.
`static Matrix3`	Matrix3.`inverse(Matrix3 matrix, Matrix3 result)` Computes the inverse of the provided matrix.
`static Matrix3`	Matrix3.`multiply(Matrix3 left, Matrix3 right, Matrix3 result)` Computes the product of two matrices.
`static Matrix3`	Matrix3.`multiplyByScalar(Matrix3 matrix, double scalar, Matrix3 result)` Computes the product of a matrix and a scalar.
`static Matrix3`	Matrix3.`multiplyByScale(Matrix3 matrix, Cartesian3 scale, Matrix3 result)` Computes the product of a matrix times a (non-uniform) scale, as if the scale were a scale matrix.
`static Matrix3`	Matrix3.`negate(Matrix3 matrix, Matrix3 result)` Creates a negated copy of the provided matrix.
`static Matrix3`	Matrix3.`setColumn(Matrix3 matrix, int index, Cartesian3 cartesian, Matrix3 result)` Computes a new matrix that replaces the specified column in the provided matrix with the provided Cartesian3 instance.
`static Matrix3`	Matrix3.`setRow(Matrix3 matrix, int index, Cartesian3 cartesian, Matrix3 result)` Computes a new matrix that replaces the specified row in the provided matrix with the provided Cartesian3 instance.
`static Matrix3`	Matrix3.`subtract(Matrix3 left, Matrix3 right, Matrix3 result)` Computes the difference of two matrices.
`static Matrix3`	Matrix3.`transpose(Matrix3 matrix, Matrix3 result)` Computes the transpose of the provided matrix.
`static Matrix3`	Matrix3.`unpack(double[] array)` Retrieves an instance from a packed array.
`static Matrix3`	Matrix3.`unpack(double[] array, int startingIndex)` Retrieves an instance from a packed array.
`static Matrix3`	Matrix3.`unpack(double[] array, int startingIndex, Matrix3 result)` Retrieves an instance from a packed array.
`static Matrix3`	Matrix3.`ZERO()` An immutable Matrix3 instance initialized to the zero matrix.

Methods in org.cesiumjs.cs.core with parameters of type Matrix3
Modifier and Type	Method and Description
`static Matrix3`	Matrix3.`abs(Matrix3 matrix, Matrix3 result)` Computes a matrix, which contains the absolute (unsigned) values of the provided matrix's elements.
`static Matrix3`	Matrix3.`add(Matrix3 left, Matrix3 right, Matrix3 result)` Computes the sum of two matrices.
`Matrix3`	Matrix3.`clone(Matrix3 result)` Duplicates the provided Matrix3 instance.
`static Matrix3`	Matrix3.`clone(Matrix3 matrix, Matrix3 result)` Duplicates a Matrix3 instance.
`static Object`	Matrix3.`computeEigenDecomposition(Matrix3 matrix)` Computes the eigenvectors and eigenvalues of a symmetric matrix.
`static Object`	Matrix3.`computeEigenDecomposition(Matrix3 matrix, Object result)` Computes the eigenvectors and eigenvalues of a symmetric matrix.
`static Matrix3`	Transforms.`computeFixedToIcrfMatrix(JulianDate date, Matrix3 result)` Computes a rotation matrix to transform a point or vector from the Earth-Fixed frame axes (ITRF) to the International Celestial Reference Frame (GCRF/ICRF) inertial frame axes at a given time.
`static Matrix3`	Transforms.`computeIcrfToFixedMatrix(JulianDate date, Matrix3 result)` Computes a rotation matrix to transform a point or vector from the International Celestial Reference Frame (GCRF/ICRF) inertial frame axes to the Earth-Fixed frame axes (ITRF) at a given time.
`static Matrix3`	Transforms.`computeTemeToPseudoFixedMatrix(JulianDate date, Matrix3 result)` Computes a rotation matrix to transform a point or vector from True Equator Mean Equinox (TEME) axes to the pseudo-fixed axes at a given time.
`static double`	Matrix3.`determinant(Matrix3 matrix)` Computes the determinant of the provided matrix.
`boolean`	Matrix3.`equals(Matrix3 right)` Compares this matrix to the provided matrix componentwise and returns true if they are equal, false otherwise.
`static boolean`	Matrix3.`equals(Matrix3 left, Matrix3 right)` Compares the provided matrices componentwise and returns true if they are equal, false otherwise.
`boolean`	Matrix3.`equalsEpsilon(Matrix3 right, double epsilon)` Compares this matrix to the provided matrix componentwise and returns true if they are within the provided epsilon, false otherwise.
`static boolean`	Matrix3.`equalsEpsilon(Matrix3 left, Matrix3 right, double epsilon)` Compares the provided matrices componentwise and returns true if they are within the provided epsilon, false otherwise.
`static Matrix3`	Matrix3.`fromArray(double[] array, int startingIndex, Matrix3 result)` Creates a Matrix3 from 4 consecutive elements in an array.
`static Matrix3`	Matrix3.`fromColumnMajorArray(double[] values, Matrix3 result)` Creates a Matrix3 instance from a column-major order array.
`static Matrix3`	Matrix3.`fromCrossProduct(Cartesian3 the, Matrix3 result)` Computes a Matrix3 instance representing the cross product equivalent matrix of a Cartesian3 vector.
`static Matrix3`	Matrix3.`fromQuaternion(Quaternion quaternion, Matrix3 result)` Computes a 3x3 rotation matrix from the provided quaternion.
`static Quaternion`	Quaternion.`fromRotationMatrix(Matrix3 matrix)` Computes a Quaternion from the provided Matrix3 instance.
`static Quaternion`	Quaternion.`fromRotationMatrix(Matrix3 matrix, Quaternion result)` Computes a Quaternion from the provided Matrix3 instance.
`static Matrix4`	Matrix4.`fromRotationTranslation(Matrix3 rotation)` Computes a Matrix4 instance from a Matrix3 representing the rotation and a Cartesian3 representing the translation.
`static Matrix4`	Matrix4.`fromRotationTranslation(Matrix3 rotation, Cartesian3 translation)` Computes a Matrix4 instance from a Matrix3 representing the rotation and a Cartesian3 representing the translation.
`static Matrix4`	Matrix4.`fromRotationTranslation(Matrix3 rotation, Cartesian3 translation, Matrix4 result)` Computes a Matrix4 instance from a Matrix3 representing the rotation and a Cartesian3 representing the translation.
`static Matrix3`	Matrix3.`fromRotationX(double angle, Matrix3 result)` Creates a rotation matrix around the x-axis.
`static Matrix3`	Matrix3.`fromRotationY(double angle, Matrix3 result)` Creates a rotation matrix around the y-axis.
`static Matrix3`	Matrix3.`fromRotationZ(double angle, Matrix3 result)` Creates a rotation matrix around the z-axis.
`static Matrix3`	Matrix3.`fromRowMajorArray(double[] values, Matrix3 result)` Creates a Matrix3 instance from a row-major order array.
`static Matrix3`	Matrix3.`fromScale(Cartesian3 scale, Matrix3 result)` Computes a Matrix3 instance representing a non-uniform scale.
`static Matrix3`	Matrix3.`fromUniformScale(double scale, Matrix3 result)` Computes a Matrix3 instance representing a uniform scale.
`static Cartesian3`	Matrix3.`getColumn(Matrix3 matrix, int index, Cartesian3 result)` Retrieves a copy of the matrix column at the provided index as a Cartesian3 instance.
`static double`	Matrix3.`getMaximumScale(Matrix3 matrix)` Computes the maximum scale assuming the matrix is an affine transformation.
`static Matrix3`	Matrix4.`getRotation(Matrix4 matrix, Matrix3 result)` Gets the upper left 3x3 rotation matrix of the provided matrix, assuming the matrix is a affine transformation matrix.
`static Cartesian3`	Matrix3.`getRow(Matrix3 matrix, int index, Cartesian3 result)` Retrieves a copy of the matrix row at the provided index as a Cartesian3 instance.
`static Cartesian3`	Matrix3.`getScale(Matrix3 matrix, Cartesian3 result)` Extracts the non-uniform scale assuming the matrix is an affine transformation.
`static Matrix3`	Matrix3.`inverse(Matrix3 matrix, Matrix3 result)` Computes the inverse of the provided matrix.
`static Matrix3`	Matrix3.`multiply(Matrix3 left, Matrix3 right, Matrix3 result)` Computes the product of two matrices.
`static Matrix4`	Matrix4.`multiplyByMatrix3(Matrix4 matrix, Matrix3 rotation, Matrix4 result)` Multiplies a transformation matrix (with a bottom row of [0.0, 0.0, 0.0, 1.0]) by a 3x3 rotation matrix.
`static Matrix3`	Matrix3.`multiplyByScalar(Matrix3 matrix, double scalar, Matrix3 result)` Computes the product of a matrix and a scalar.
`static Matrix3`	Matrix3.`multiplyByScale(Matrix3 matrix, Cartesian3 scale, Matrix3 result)` Computes the product of a matrix times a (non-uniform) scale, as if the scale were a scale matrix.
`static Cartesian3`	Matrix3.`multiplyByVector(Matrix3 matrix, Cartesian3 cartesian, Cartesian3 result)` Computes the product of a matrix and a column vector.
`static Matrix3`	Matrix3.`negate(Matrix3 matrix, Matrix3 result)` Creates a negated copy of the provided matrix.
`static double[]`	Matrix3.`pack(Matrix3 value, double[] array)` Stores the provided instance into the provided array.
`static double[]`	Matrix3.`pack(Matrix3 value, double[] array, int startingIndex)` Stores the provided instance into the provided array.
`static Matrix3`	Matrix3.`setColumn(Matrix3 matrix, int index, Cartesian3 cartesian, Matrix3 result)` Computes a new matrix that replaces the specified column in the provided matrix with the provided Cartesian3 instance.
`static Matrix3`	Matrix3.`setRow(Matrix3 matrix, int index, Cartesian3 cartesian, Matrix3 result)` Computes a new matrix that replaces the specified row in the provided matrix with the provided Cartesian3 instance.
`static Matrix3`	Matrix3.`subtract(Matrix3 left, Matrix3 right, Matrix3 result)` Computes the difference of two matrices.
`static double[]`	Matrix3.`toArray(Matrix3 matrix)` Creates an Array from the provided Matrix3 instance.
`static double[]`	Matrix3.`toArray(Matrix3 matrix, double[] result)` Creates an Array from the provided Matrix3 instance.
`static Matrix3`	Matrix3.`transpose(Matrix3 matrix, Matrix3 result)` Computes the transpose of the provided matrix.
`static Matrix3`	Matrix3.`unpack(double[] array, int startingIndex, Matrix3 result)` Retrieves an instance from a packed array.

Constructors in org.cesiumjs.cs.core with parameters of type Matrix3
Constructor and Description
`OrientedBoundingBox(Cartesian3 center, Matrix3 halfAxes)` Creates an instance of an OrientedBoundingBox.

Uses of Classorg.cesiumjs.cs.core.Matrix3

Uses of Matrix3 in org.cesiumjs.cs.core

Uses of Class
org.cesiumjs.cs.core.Matrix3