Uses of Class
org.ejml.data.ZMatrixRMaj

Packages that use ZMatrixRMaj

Package	Description
org.ejml
org.ejml.data
org.ejml.dense.row
org.ejml.dense.row.decompose
org.ejml.dense.row.decompose.chol
org.ejml.dense.row.decompose.hessenberg
org.ejml.dense.row.decompose.lu
org.ejml.dense.row.decompose.qr
org.ejml.dense.row.factory
org.ejml.dense.row.linsol
org.ejml.dense.row.linsol.chol
org.ejml.dense.row.linsol.lu
org.ejml.dense.row.linsol.qr
org.ejml.dense.row.misc
org.ejml.dense.row.mult
org.ejml.ops
org.ejml.simple
org.ejml.simple.ops

Uses of ZMatrixRMaj in org.ejml

Methods in org.ejml that return ZMatrixRMaj

Modifier and Type	Method	Description
static ZMatrixRMaj	UtilEjml.reshapeOrDeclare(@Nullable ZMatrixRMaj a, int rows, int cols)	If the input matrix is null a new matrix is created and returned.

Methods in org.ejml with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
static ZMatrixRMaj	UtilEjml.reshapeOrDeclare(@Nullable ZMatrixRMaj a, int rows, int cols)	If the input matrix is null a new matrix is created and returned.

Uses of ZMatrixRMaj in org.ejml.data

Methods in org.ejml.data that return ZMatrixRMaj

Modifier and Type	Method	Description
ZMatrixRMaj	ZMatrixRMaj.copy()
ZMatrixRMaj	ZMatrixRMaj.create(int numRows, int numCols)
ZMatrixRMaj	ZMatrixRMaj.createLike()

Methods in org.ejml.data with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
void	ZMatrixRMaj.setTo(ZMatrixRMaj original)

Constructors in org.ejml.data with parameters of type ZMatrixRMaj

Modifier	Constructor	Description
	ZMatrixRMaj(ZMatrixRMaj original)	Creates a new ZMatrixRMaj which is a copy of the passed in matrix.

Uses of ZMatrixRMaj in org.ejml.dense.row

Methods in org.ejml.dense.row that return ZMatrixRMaj

Modifier and Type	Method	Description
static ZMatrixRMaj[]	CommonOps_ZDRM.columnsToVector(ZMatrixRMaj A, @Nullable ZMatrixRMaj[] v)	Converts the columns in a matrix into a set of vectors.
static ZMatrixRMaj	SpecializedOps_ZDRM.createReflector(ZMatrixRMaj u)	Creates a reflector from the provided vector. Q = I - γ u uT γ = 2/||u||2
static ZMatrixRMaj	SpecializedOps_ZDRM.createReflector(ZMatrixRMaj u, double gamma)	Creates a reflector from the provided vector and gamma. Q = I - γ u uH
static ZMatrixRMaj	CommonOps_ZDRM.diag(double... data)	Creates a new square matrix whose diagonal elements are specified by data and all the other elements are zero. aij = 0 if i ≤ j aij = diag[i] if i = j
static ZMatrixRMaj	CommonOps_ZDRM.diag(@Nullable ZMatrixRMaj output, int N, double... data)
static ZMatrixRMaj	CommonOps_ZDRM.elementDivide(double real, double imaginary, ZMatrixD1 input, @Nullable ZMatrixRMaj output)	Performs element by element division operation with a complex number on the right outputij = (real + imaginary*i) / inputij
static ZMatrixRMaj	CommonOps_ZDRM.elementDivide(ZMatrixD1 input, double real, double imaginary, @Nullable ZMatrixRMaj output)	Performs element by element division operation with a complex number on the right outputij = inputij / (real + imaginary*i)
static ZMatrixRMaj	CommonOps_ZDRM.elementDivide(ZMatrixD1 inputA, ZMatrixD1 inputB, @Nullable ZMatrixRMaj output)	Performs complex division between two matrices with the same shape element by element. outputij = inputAij / inputBij
static ZMatrixRMaj	CommonOps_ZDRM.elementMultiply(ZMatrixD1 input, double real, double imaginary, @Nullable ZMatrixRMaj output)	Performs element by element multiplication operation with a complex number outputij = inputij * (real + imaginary*i)
static ZMatrixRMaj	CommonOps_ZDRM.elementMultiply(ZMatrixD1 inputA, ZMatrixD1 inputB, @Nullable ZMatrixRMaj output)	Performs complex multiplication between two matrices with the same shape element by element. outputij = inputAij * inputBij
static ZMatrixRMaj	CommonOps_ZDRM.elementPower(ZMatrixD1 input, double b, @Nullable ZMatrixRMaj output)	Element by element complex power outputij = inputAij / inputBij
static ZMatrixRMaj	CommonOps_ZDRM.extract(ZMatrixRMaj src, int srcY0, int srcY1, int srcX0, int srcX1)	Creates a new matrix which is the specified submatrix of 'src'
static ZMatrixRMaj	RandomMatrices_ZDRM.hermitian(int length, double min, double max, Random rand)	Creates a random Hermitian matrix with elements from min to max value.
static ZMatrixRMaj	RandomMatrices_ZDRM.hermitianPosDef(int width, Random rand)	Creates a random symmetric positive definite matrix.
static ZMatrixRMaj	SpecializedOps_ZDRM.householder(ZMatrixRMaj u, double gamma)	Q = I - gamma*u*uH
static ZMatrixRMaj	SpecializedOps_ZDRM.householderVector(ZMatrixRMaj x)	Computes the householder vector used in QR decomposition.
static ZMatrixRMaj	CommonOps_ZDRM.identity(int width)	Creates an identity matrix of the specified size. aij = 0+0i if i ≠ j aij = 1+0i if i = j
static ZMatrixRMaj	CommonOps_ZDRM.identity(int width, int height)	Creates a matrix with diagonal elements set to 1 and the rest 0. aij = 0+0i if i ≠ j aij = 1+0i if i = j
static ZMatrixRMaj	SpecializedOps_ZDRM.pivotMatrix(@Nullable ZMatrixRMaj ret, int[] pivots, int numPivots, boolean transposed)	Creates a pivot matrix that exchanges the rows in a matrix: A' = P*A
static ZMatrixRMaj	RandomMatrices_ZDRM.rectangle(int numRow, int numCol, double min, double max, Random rand)	Returns a matrix where all the elements are selected independently from a uniform distribution between 'min' and 'max' inclusive.
static ZMatrixRMaj	RandomMatrices_ZDRM.rectangle(int numRow, int numCol, Random rand)	Returns a matrix where all the elements are selected independently from a uniform distribution between -1 and 1 inclusive.
static ZMatrixRMaj	CommonOps_ZDRM.transpose(ZMatrixRMaj input, @Nullable ZMatrixRMaj output)	Transposes input matrix 'a' and stores the results in output matrix 'b': bij = aji where 'b' is the transpose of 'a'.
static ZMatrixRMaj	CommonOps_ZDRM.transposeConjugate(ZMatrixRMaj input, @Nullable ZMatrixRMaj output)	Conjugate transposes input matrix 'a' and stores the results in output matrix 'b': b-reali,j = a-realj,i b-imaginaryi,j = -1*a-imaginaryj,i where 'b' is the transpose of 'a'.

Methods in org.ejml.dense.row with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
static ZMatrixRMaj[]	CommonOps_ZDRM.columnsToVector(ZMatrixRMaj A, @Nullable ZMatrixRMaj[] v)	Converts the columns in a matrix into a set of vectors.
static ZMatrixD1	CommonOps_ZDRM.conjugate(ZMatrixD1 input, @Nullable ZMatrixRMaj output)	Computes the complex conjugate of the input matrix. reali,j = reali,j imaginaryi,j = -1*imaginaryi,j
static ZMatrixRMaj	SpecializedOps_ZDRM.createReflector(ZMatrixRMaj u)	Creates a reflector from the provided vector. Q = I - γ u uT γ = 2/||u||2
static ZMatrixRMaj	SpecializedOps_ZDRM.createReflector(ZMatrixRMaj u, double gamma)	Creates a reflector from the provided vector and gamma. Q = I - γ u uH
static Complex_F64	CommonOps_ZDRM.det(ZMatrixRMaj mat)	Returns the determinant of the matrix.
static ZMatrixRMaj	CommonOps_ZDRM.diag(@Nullable ZMatrixRMaj output, int N, double... data)
static double	SpecializedOps_ZDRM.elementDiagMaxMagnitude2(ZMatrixRMaj a)	Returns the magnitude squared of the complex element along the diagonal with the largest magnitude Max{ |aij|^2 } for all i and j
static ZMatrixRMaj	CommonOps_ZDRM.elementDivide(double real, double imaginary, ZMatrixD1 input, @Nullable ZMatrixRMaj output)	Performs element by element division operation with a complex number on the right outputij = (real + imaginary*i) / inputij
static ZMatrixRMaj	CommonOps_ZDRM.elementDivide(ZMatrixD1 input, double real, double imaginary, @Nullable ZMatrixRMaj output)	Performs element by element division operation with a complex number on the right outputij = inputij / (real + imaginary*i)
static ZMatrixRMaj	CommonOps_ZDRM.elementDivide(ZMatrixD1 inputA, ZMatrixD1 inputB, @Nullable ZMatrixRMaj output)	Performs complex division between two matrices with the same shape element by element. outputij = inputAij / inputBij
static double	CommonOps_ZDRM.elementMaxAbs(ZMatrixRMaj a)	Returns the largest absolute value of any element in the matrix. Max{ |aij| } for all i and j
static double	CommonOps_ZDRM.elementMinAbs(ZMatrixRMaj a)	Returns the smallest absolute value of any element in the matrix. Min{ |aij| } for all i and j
static ZMatrixRMaj	CommonOps_ZDRM.elementMultiply(ZMatrixD1 input, double real, double imaginary, @Nullable ZMatrixRMaj output)	Performs element by element multiplication operation with a complex number outputij = inputij * (real + imaginary*i)
static ZMatrixRMaj	CommonOps_ZDRM.elementMultiply(ZMatrixD1 inputA, ZMatrixD1 inputB, @Nullable ZMatrixRMaj output)	Performs complex multiplication between two matrices with the same shape element by element. outputij = inputAij * inputBij
static ZMatrixRMaj	CommonOps_ZDRM.elementPower(ZMatrixD1 input, double b, @Nullable ZMatrixRMaj output)	Element by element complex power outputij = inputAij / inputBij
static ZMatrixRMaj	CommonOps_ZDRM.extract(ZMatrixRMaj src, int srcY0, int srcY1, int srcX0, int srcX1)	Creates a new matrix which is the specified submatrix of 'src'
static void	CommonOps_ZDRM.extract(ZMatrixRMaj src, int srcY0, int srcY1, int srcX0, int srcX1, ZMatrixRMaj dst, int dstY0, int dstX0)	Extracts a submatrix from 'src' and inserts it in a submatrix in 'dst'.
static void	CommonOps_ZDRM.extractDiag(ZMatrixRMaj src, ZMatrixRMaj dst)	Extracts the diagonal elements 'src' write it to the 'dst' vector.
static void	RandomMatrices_ZDRM.fillHermitian(ZMatrixRMaj A, double min, double max, Random rand)	Assigns the provided square matrix to be a random Hermitian matrix with elements from min to max value.
static void	RandomMatrices_ZDRM.fillUniform(ZMatrixRMaj mat, Random rand)	Sets each element in the matrix to a value drawn from an uniform distribution from 0 to 1 inclusive.
static ZMatrixRMaj	SpecializedOps_ZDRM.householder(ZMatrixRMaj u, double gamma)	Q = I - gamma*u*uH
static ZMatrixRMaj	SpecializedOps_ZDRM.householderVector(ZMatrixRMaj x)	Computes the householder vector used in QR decomposition.
static boolean	CommonOps_ZDRM.invert(ZMatrixRMaj A)	Performs a matrix inversion operation on the specified matrix and stores the results in the same matrix. a = a-1
static boolean	CommonOps_ZDRM.invert(ZMatrixRMaj input, ZMatrixRMaj output)	Performs a matrix inversion operation that does not modify the original and stores the results in another matrix.
static boolean	MatrixFeatures_ZDRM.isHermitian(ZMatrixRMaj Q, double tol)	Hermitian matrix is a square matrix with complex entries that are equal to its own conjugate transpose.
static boolean	MatrixFeatures_ZDRM.isLowerTriangle(ZMatrixRMaj A, int hessenberg, double tol)	Checks to see if a matrix is lower triangular or Hessenberg.
static boolean	MatrixFeatures_ZDRM.isPositiveDefinite(ZMatrixRMaj A)	Checks to see if the matrix is positive definite.
static boolean	MatrixFeatures_ZDRM.isUnitary(ZMatrixRMaj Q, double tol)	Unitary matrices have the following properties: Q*QH = I
static boolean	MatrixFeatures_ZDRM.isUpperTriangle(ZMatrixRMaj A, int hessenberg, double tol)	Checks to see if a matrix is upper triangular or Hessenberg.
static void	CommonOps_MT_ZDRM.mult(double realAlpha, double imgAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = α * a * b cij = α ∑k=1:n { * aik * bkj}
static void	CommonOps_MT_ZDRM.mult(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = a * b cij = ∑k=1:n { * aik * bkj}
static void	CommonOps_ZDRM.mult(double realAlpha, double imgAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = α * a * b cij = α ∑k=1:n { * aik * bkj}
static void	CommonOps_ZDRM.mult(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = a * b cij = ∑k=1:n { * aik * bkj}
static void	CommonOps_MT_ZDRM.multAdd(double realAlpha, double imgAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + α * a * b cij = cij + α * ∑k=1:n { aik * bkj}
static void	CommonOps_MT_ZDRM.multAdd(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + a * b cij = cij + ∑k=1:n { aik * bkj}
static void	CommonOps_ZDRM.multAdd(double realAlpha, double imgAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + α * a * b cij = cij + α * ∑k=1:n { aik * bkj}
static void	CommonOps_ZDRM.multAdd(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + a * b cij = cij + ∑k=1:n { aik * bkj}
static void	CommonOps_MT_ZDRM.multAddTransA(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + α * aH * b cij =cij + α * ∑k=1:n { aki * bkj}
static void	CommonOps_MT_ZDRM.multAddTransA(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + aH * b cij = cij + ∑k=1:n { aki * bkj}
static void	CommonOps_ZDRM.multAddTransA(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + α * aH * b cij =cij + α * ∑k=1:n { aki * bkj}
static void	CommonOps_ZDRM.multAddTransA(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + aH * b cij = cij + ∑k=1:n { aki * bkj}
static void	CommonOps_MT_ZDRM.multAddTransAB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + α * aH * bH cij = cij + α * ∑k=1:n { aki * bjk}
static void	CommonOps_MT_ZDRM.multAddTransAB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + aH * bH cij = cij + ∑k=1:n { aki * bjk}
static void	CommonOps_ZDRM.multAddTransAB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + α * aH * bH cij = cij + α * ∑k=1:n { aki * bjk}
static void	CommonOps_ZDRM.multAddTransAB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + aH * bH cij = cij + ∑k=1:n { aki * bjk}
static void	CommonOps_MT_ZDRM.multAddTransB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + α * a * bH cij = cij + α * ∑k=1:n { aik * bjk}
static void	CommonOps_MT_ZDRM.multAddTransB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + a * bH cij = cij + ∑k=1:n { aik * bjk}
static void	CommonOps_ZDRM.multAddTransB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + α * a * bH cij = cij + α * ∑k=1:n { aik * bjk}
static void	CommonOps_ZDRM.multAddTransB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = c + a * bH cij = cij + ∑k=1:n { aik * bjk}
static void	CommonOps_MT_ZDRM.multTransA(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = α * aH * b cij = α ∑k=1:n { aki * bkj}
static void	CommonOps_MT_ZDRM.multTransA(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = aH * b cij = ∑k=1:n { aki * bkj}
static void	CommonOps_ZDRM.multTransA(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = α * aH * b cij = α ∑k=1:n { aki * bkj}
static void	CommonOps_ZDRM.multTransA(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = aH * b cij = ∑k=1:n { aki * bkj}
static void	CommonOps_MT_ZDRM.multTransAB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = α * aH * bH cij = α ∑k=1:n { aki * bjk}
static void	CommonOps_MT_ZDRM.multTransAB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = aT * bT cij = ∑k=1:n { aki * bjk}
static void	CommonOps_ZDRM.multTransAB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = α * aH * bH cij = α ∑k=1:n { aki * bjk}
static void	CommonOps_ZDRM.multTransAB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = aT * bT cij = ∑k=1:n { aki * bjk}
static void	CommonOps_MT_ZDRM.multTransB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = α * a * bH cij = α ∑k=1:n { aik * bjk}
static void	CommonOps_MT_ZDRM.multTransB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = a * bH cij = ∑k=1:n { aik * bjk}
static void	CommonOps_ZDRM.multTransB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = α * a * bH cij = α ∑k=1:n { aik * bjk}
static void	CommonOps_ZDRM.multTransB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)	Performs the following operation: c = a * bH cij = ∑k=1:n { aik * bjk}
static double	NormOps_ZDRM.normF(ZMatrixRMaj a)	Computes the Frobenius matrix norm: normF = Sqrt{ ∑i=1:m ∑j=1:n { aij2} }
static ZMatrixRMaj	SpecializedOps_ZDRM.pivotMatrix(@Nullable ZMatrixRMaj ret, int[] pivots, int numPivots, boolean transposed)	Creates a pivot matrix that exchanges the rows in a matrix: A' = P*A
static double	SpecializedOps_ZDRM.qualityTriangular(ZMatrixRMaj T)	Computes the quality of a triangular matrix, where the quality of a matrix is defined in LinearSolver.quality().
static void	CommonOps_ZDRM.setIdentity(ZMatrixRMaj mat)	Sets all the diagonal elements equal to one and everything else equal to zero.
static boolean	CommonOps_ZDRM.solve(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj x)	Solves for x in the following equation: A*x = b
static Complex_F64	CommonOps_ZDRM.trace(ZMatrixRMaj input, @Nullable Complex_F64 output)	Computes the matrix trace: trace = ∑i=1:n { aii } where n = min(numRows,numCols)
static void	CommonOps_ZDRM.transpose(ZMatrixRMaj mat)	Performs an "in-place" transpose.
static ZMatrixRMaj	CommonOps_ZDRM.transpose(ZMatrixRMaj input, @Nullable ZMatrixRMaj output)	Transposes input matrix 'a' and stores the results in output matrix 'b': bij = aji where 'b' is the transpose of 'a'.
static void	CommonOps_ZDRM.transposeConjugate(ZMatrixRMaj mat)	Performs an "in-place" conjugate transpose.
static ZMatrixRMaj	CommonOps_ZDRM.transposeConjugate(ZMatrixRMaj input, @Nullable ZMatrixRMaj output)	Conjugate transposes input matrix 'a' and stores the results in output matrix 'b': b-reali,j = a-realj,i b-imaginaryi,j = -1*a-imaginaryj,i where 'b' is the transpose of 'a'.

Uses of ZMatrixRMaj in org.ejml.dense.row.decompose

Methods in org.ejml.dense.row.decompose that return ZMatrixRMaj

Modifier and Type	Method	Description
static ZMatrixRMaj	UtilDecompositons_ZDRM.checkIdentity(@Nullable ZMatrixRMaj A, int numRows, int numCols)
static ZMatrixRMaj	UtilDecompositons_ZDRM.checkZeros(@Nullable ZMatrixRMaj A, int numRows, int numCols)
static ZMatrixRMaj	UtilDecompositons_ZDRM.checkZerosLT(@Nullable ZMatrixRMaj A, int numRows, int numCols)	Creates a zeros matrix only if A does not already exist.
static ZMatrixRMaj	UtilDecompositons_ZDRM.checkZerosUT(@Nullable ZMatrixRMaj A, int numRows, int numCols)	Creates a zeros matrix only if A does not already exist.

Methods in org.ejml.dense.row.decompose with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
static ZMatrixRMaj	UtilDecompositons_ZDRM.checkIdentity(@Nullable ZMatrixRMaj A, int numRows, int numCols)
static ZMatrixRMaj	UtilDecompositons_ZDRM.checkZeros(@Nullable ZMatrixRMaj A, int numRows, int numCols)
static ZMatrixRMaj	UtilDecompositons_ZDRM.checkZerosLT(@Nullable ZMatrixRMaj A, int numRows, int numCols)	Creates a zeros matrix only if A does not already exist.
static ZMatrixRMaj	UtilDecompositons_ZDRM.checkZerosUT(@Nullable ZMatrixRMaj A, int numRows, int numCols)	Creates a zeros matrix only if A does not already exist.

Uses of ZMatrixRMaj in org.ejml.dense.row.decompose.chol

Fields in org.ejml.dense.row.decompose.chol declared as ZMatrixRMaj

Modifier and Type	Field	Description
protected ZMatrixRMaj	CholeskyDecompositionCommon_ZDRM.T

Methods in org.ejml.dense.row.decompose.chol that return ZMatrixRMaj

Modifier and Type	Method	Description
ZMatrixRMaj	CholeskyDecompositionCommon_ZDRM._getT()	Returns the raw decomposed matrix.
ZMatrixRMaj	CholeskyDecompositionCommon_ZDRM.getT(@Nullable ZMatrixRMaj T)

Methods in org.ejml.dense.row.decompose.chol with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
boolean	CholeskyDecompositionCommon_ZDRM.decompose(ZMatrixRMaj mat)	Computes the decomposition of the input matrix.
ZMatrixRMaj	CholeskyDecompositionCommon_ZDRM.getT(@Nullable ZMatrixRMaj T)

Uses of ZMatrixRMaj in org.ejml.dense.row.decompose.hessenberg

Methods in org.ejml.dense.row.decompose.hessenberg that return ZMatrixRMaj

Modifier and Type	Method	Description
ZMatrixRMaj	HessenbergSimilarDecomposition_ZDRM.getH(@Nullable ZMatrixRMaj H)	An upper Hessenberg matrix from the decomposition.
ZMatrixRMaj	HessenbergSimilarDecomposition_ZDRM.getQ(@Nullable ZMatrixRMaj Q)	An orthogonal matrix that has the following property: H = QTAQ
ZMatrixRMaj	TridiagonalDecompositionHouseholder_ZDRM.getQ(@Nullable ZMatrixRMaj Q, boolean transposed)	An orthogonal matrix that has the following property: T = QHAQ
ZMatrixRMaj	HessenbergSimilarDecomposition_ZDRM.getQH()	The raw QH matrix that is stored internally.
ZMatrixRMaj	TridiagonalDecompositionHouseholder_ZDRM.getQT()	Returns the internal matrix where the decomposed results are stored.
ZMatrixRMaj	TridiagonalDecompositionHouseholder_ZDRM.getT(@Nullable ZMatrixRMaj T)	Extracts the tridiagonal matrix found in the decomposition.

Methods in org.ejml.dense.row.decompose.hessenberg with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
boolean	HessenbergSimilarDecomposition_ZDRM.decompose(ZMatrixRMaj A)	Computes the decomposition of the provided matrix.
boolean	TridiagonalDecompositionHouseholder_ZDRM.decompose(ZMatrixRMaj A)	Decomposes the provided symmetric matrix.
ZMatrixRMaj	HessenbergSimilarDecomposition_ZDRM.getH(@Nullable ZMatrixRMaj H)	An upper Hessenberg matrix from the decomposition.
ZMatrixRMaj	HessenbergSimilarDecomposition_ZDRM.getQ(@Nullable ZMatrixRMaj Q)	An orthogonal matrix that has the following property: H = QTAQ
ZMatrixRMaj	TridiagonalDecompositionHouseholder_ZDRM.getQ(@Nullable ZMatrixRMaj Q, boolean transposed)	An orthogonal matrix that has the following property: T = QHAQ
ZMatrixRMaj	TridiagonalDecompositionHouseholder_ZDRM.getT(@Nullable ZMatrixRMaj T)	Extracts the tridiagonal matrix found in the decomposition.
void	TridiagonalDecompositionHouseholder_ZDRM.init(ZMatrixRMaj A)	If needed declares and sets up internal data structures.

Uses of ZMatrixRMaj in org.ejml.dense.row.decompose.lu

Fields in org.ejml.dense.row.decompose.lu declared as ZMatrixRMaj

Modifier and Type	Field	Description
protected ZMatrixRMaj	LUDecompositionBase_ZDRM.LU

Methods in org.ejml.dense.row.decompose.lu that return ZMatrixRMaj

Modifier and Type	Method	Description
ZMatrixRMaj	LUDecompositionBase_ZDRM.getLower(@Nullable ZMatrixRMaj lower)	Writes the lower triangular matrix into the specified matrix.
ZMatrixRMaj	LUDecompositionBase_ZDRM.getLU()
ZMatrixRMaj	LUDecompositionBase_ZDRM.getRowPivot(@Nullable ZMatrixRMaj pivot)
ZMatrixRMaj	LUDecompositionBase_ZDRM.getUpper(@Nullable ZMatrixRMaj upper)	Writes the upper triangular matrix into the specified matrix.

Methods in org.ejml.dense.row.decompose.lu with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
boolean	LUDecompositionAlt_ZDRM.decompose(ZMatrixRMaj a)	This is a modified version of what was found in the JAMA package.
protected void	LUDecompositionBase_ZDRM.decomposeCommonInit(ZMatrixRMaj a)
ZMatrixRMaj	LUDecompositionBase_ZDRM.getLower(@Nullable ZMatrixRMaj lower)	Writes the lower triangular matrix into the specified matrix.
ZMatrixRMaj	LUDecompositionBase_ZDRM.getRowPivot(@Nullable ZMatrixRMaj pivot)
ZMatrixRMaj	LUDecompositionBase_ZDRM.getUpper(@Nullable ZMatrixRMaj upper)	Writes the upper triangular matrix into the specified matrix.

Uses of ZMatrixRMaj in org.ejml.dense.row.decompose.qr

Fields in org.ejml.dense.row.decompose.qr declared as ZMatrixRMaj

Modifier and Type	Field	Description
protected ZMatrixRMaj	QRDecompositionHouseholder_ZDRM.QR	Where the Q and R matrices are stored.
protected ZMatrixRMaj	QRDecompositionHouseholderTran_ZDRM.QR	Where the Q and R matrices are stored.

Methods in org.ejml.dense.row.decompose.qr that return ZMatrixRMaj

Modifier and Type	Method	Description
ZMatrixRMaj	QRDecompositionHouseholder_ZDRM.getQ(@Nullable ZMatrixRMaj Q, boolean compact)	Computes the Q matrix from the information stored in the QR matrix.
ZMatrixRMaj	QRDecompositionHouseholderColumn_ZDRM.getQ(@Nullable ZMatrixRMaj Q, boolean compact)	Computes the Q matrix from the imformation stored in the QR matrix.
ZMatrixRMaj	QRDecompositionHouseholderTran_ZDRM.getQ(@Nullable ZMatrixRMaj Q, boolean compact)	Computes the Q matrix from the information stored in the QR matrix.
ZMatrixRMaj	QRDecompositionHouseholder_ZDRM.getQR()	Returns a single matrix which contains the combined values of Q and R.
ZMatrixRMaj	QRDecompositionHouseholderTran_ZDRM.getQR()	Inner matrix that stores the decomposition
ZMatrixRMaj	QRDecompositionHouseholder_ZDRM.getR(@Nullable ZMatrixRMaj R, boolean compact)	Returns an upper triangular matrix which is the R in the QR decomposition.
ZMatrixRMaj	QRDecompositionHouseholderColumn_ZDRM.getR(@Nullable ZMatrixRMaj R, boolean compact)	Returns an upper triangular matrix which is the R in the QR decomposition.
ZMatrixRMaj	QRDecompositionHouseholderTran_ZDRM.getR(@Nullable ZMatrixRMaj R, boolean compact)	Returns an upper triangular matrix which is the R in the QR decomposition.

Methods in org.ejml.dense.row.decompose.qr with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
void	QRDecompositionHouseholderTran_ZDRM.applyQ(ZMatrixRMaj A)	A = Q*A
void	QRDecompositionHouseholderTran_ZDRM.applyTranQ(ZMatrixRMaj A)	A = QH*A
protected void	QRDecompositionHouseholder_ZDRM.commonSetup(ZMatrixRMaj A)	This function performs sanity check on the input for decompose and sets up the QR matrix.
static double	QrHelperFunctions_ZDRM.computeRowMax(ZMatrixRMaj A, int row, int col0, int col1)	Finds the magnitude of the largest element in the row
protected void	QRDecompositionHouseholderColumn_ZDRM.convertToColumnMajor(ZMatrixRMaj A)	Converts the standard row-major matrix into a column-major vector that is advantageous for this problem.
boolean	QRDecompositionHouseholder_ZDRM.decompose(ZMatrixRMaj A)	In order to decompose the matrix 'A' it must have full rank.
boolean	QRDecompositionHouseholderColumn_ZDRM.decompose(ZMatrixRMaj A)	To decompose the matrix 'A' it must have full rank.
boolean	QRDecompositionHouseholderTran_ZDRM.decompose(ZMatrixRMaj A)	To decompose the matrix 'A' it must have full rank.
static double	QrHelperFunctions_ZDRM.extractColumnAndMax(ZMatrixRMaj A, int row0, int row1, int col, double[] u, int offsetU)	Extracts the column of A and copies it into u while computing the magnitude of the largest element and returning it.
static void	QrHelperFunctions_ZDRM.extractHouseholderColumn(ZMatrixRMaj A, int row0, int row1, int col, double[] u, int offsetU)	Extracts a house holder vector from the column of A and stores it in u
static void	QrHelperFunctions_ZDRM.extractHouseholderRow(ZMatrixRMaj A, int row, int col0, int col1, double[] u, int offsetU)	Extracts a house holder vector from the rows of A and stores it in u
ZMatrixRMaj	QRDecompositionHouseholder_ZDRM.getQ(@Nullable ZMatrixRMaj Q, boolean compact)	Computes the Q matrix from the information stored in the QR matrix.
ZMatrixRMaj	QRDecompositionHouseholderColumn_ZDRM.getQ(@Nullable ZMatrixRMaj Q, boolean compact)	Computes the Q matrix from the imformation stored in the QR matrix.
ZMatrixRMaj	QRDecompositionHouseholderTran_ZDRM.getQ(@Nullable ZMatrixRMaj Q, boolean compact)	Computes the Q matrix from the information stored in the QR matrix.
ZMatrixRMaj	QRDecompositionHouseholder_ZDRM.getR(@Nullable ZMatrixRMaj R, boolean compact)	Returns an upper triangular matrix which is the R in the QR decomposition.
ZMatrixRMaj	QRDecompositionHouseholderColumn_ZDRM.getR(@Nullable ZMatrixRMaj R, boolean compact)	Returns an upper triangular matrix which is the R in the QR decomposition.
ZMatrixRMaj	QRDecompositionHouseholderTran_ZDRM.getR(@Nullable ZMatrixRMaj R, boolean compact)	Returns an upper triangular matrix which is the R in the QR decomposition.
static void	QrHelperFunctions_ZDRM.rank1UpdateMultL(ZMatrixRMaj A, double[] u, int offsetU, double gammaR, int colA0, int w0, int w1)	Performs a rank-1 update operation on the submatrix specified by w with the multiply on the left. A = A(I - γ*u*uH)
static void	QrHelperFunctions_ZDRM.rank1UpdateMultR(ZMatrixRMaj A, double[] u, int offsetU, double gamma, int colA0, int w0, int w1, double[] _temp)	Performs a rank-1 update operation on the submatrix specified by w with the multiply on the right. A = (I - γ*u*uH)*A

Uses of ZMatrixRMaj in org.ejml.dense.row.factory

Methods in org.ejml.dense.row.factory that return types with arguments of type ZMatrixRMaj

Modifier and Type	Method	Description
static CholeskyDecomposition_F64<ZMatrixRMaj>	DecompositionFactory_ZDRM.chol(int size, boolean lower)	Returns a CholeskyDecomposition_F64 that has been optimized for the specified matrix size.
static LinearSolverDense<ZMatrixRMaj>	LinearSolverFactory_ZDRM.chol(int matrixSize)	Creates a linear solver which uses Cholesky decomposition internally
static LUDecomposition_F64<ZMatrixRMaj>	DecompositionFactory_ZDRM.lu(int numRows, int numCols)	Returns a LUDecomposition that has been optimized for the specified matrix size.
static LinearSolverDense<ZMatrixRMaj>	LinearSolverFactory_ZDRM.lu(int matrixSize)	Creates a linear solver which uses LU decomposition internally
static QRDecomposition<ZMatrixRMaj>	DecompositionFactory_ZDRM.qr(int numRows, int numCols)	Returns a QRDecomposition that has been optimized for the specified matrix size.
static LinearSolverDense<ZMatrixRMaj>	LinearSolverFactory_ZDRM.qr(int numRows, int numCols)	Creates a linear solver which uses QR decomposition internally

Methods in org.ejml.dense.row.factory with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
static boolean	DecompositionFactory_ZDRM.decomposeSafe(DecompositionInterface<ZMatrixRMaj> decomposition, ZMatrixRMaj a)	Decomposes the input matrix 'a' and makes sure it isn't modified.

Method parameters in org.ejml.dense.row.factory with type arguments of type ZMatrixRMaj

Modifier and Type	Method	Description
static boolean	DecompositionFactory_ZDRM.decomposeSafe(DecompositionInterface<ZMatrixRMaj> decomposition, ZMatrixRMaj a)	Decomposes the input matrix 'a' and makes sure it isn't modified.

Uses of ZMatrixRMaj in org.ejml.dense.row.linsol

Fields in org.ejml.dense.row.linsol declared as ZMatrixRMaj

Modifier and Type	Field	Description
protected ZMatrixRMaj	LinearSolverAbstract_ZDRM.A

Methods in org.ejml.dense.row.linsol that return ZMatrixRMaj

Modifier and Type	Method	Description
ZMatrixRMaj	LinearSolverAbstract_ZDRM.getA()

Methods in org.ejml.dense.row.linsol with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
protected void	LinearSolverAbstract_ZDRM._setA(ZMatrixRMaj A)
static void	InvertUsingSolve_ZDRM.invert(LinearSolverDense<ZMatrixRMaj> solver, ZMatrixRMaj A, ZMatrixRMaj A_inv)
static void	InvertUsingSolve_ZDRM.invert(LinearSolverDense<ZMatrixRMaj> solver, ZMatrixRMaj A, ZMatrixRMaj A_inv, ZMatrixRMaj storage)
void	LinearSolverAbstract_ZDRM.invert(ZMatrixRMaj A_inv)

Method parameters in org.ejml.dense.row.linsol with type arguments of type ZMatrixRMaj

Modifier and Type	Method	Description
static void	InvertUsingSolve_ZDRM.invert(LinearSolverDense<ZMatrixRMaj> solver, ZMatrixRMaj A, ZMatrixRMaj A_inv)
static void	InvertUsingSolve_ZDRM.invert(LinearSolverDense<ZMatrixRMaj> solver, ZMatrixRMaj A, ZMatrixRMaj A_inv, ZMatrixRMaj storage)

Uses of ZMatrixRMaj in org.ejml.dense.row.linsol.chol

Methods in org.ejml.dense.row.linsol.chol that return types with arguments of type ZMatrixRMaj

Modifier and Type	Method	Description
CholeskyDecomposition_F64<ZMatrixRMaj>	LinearSolverChol_ZDRM.getDecomposition()

Methods in org.ejml.dense.row.linsol.chol with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
void	LinearSolverChol_ZDRM.invert(ZMatrixRMaj inv)	Sets the matrix 'inv' equal to the inverse of the matrix that was decomposed.
boolean	LinearSolverChol_ZDRM.setA(ZMatrixRMaj A)
void	LinearSolverChol_ZDRM.solve(ZMatrixRMaj B, ZMatrixRMaj X)	Using the decomposition, finds the value of 'X' in the linear equation below: A*x = b where A has dimension of n by n, x and b are n by m dimension.

Uses of ZMatrixRMaj in org.ejml.dense.row.linsol.lu

Methods in org.ejml.dense.row.linsol.lu with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
void	LinearSolverLuBase_ZDRM.invert(ZMatrixRMaj A_inv)
boolean	LinearSolverLuBase_ZDRM.setA(ZMatrixRMaj A)
void	LinearSolverLu_ZDRM.solve(ZMatrixRMaj B, ZMatrixRMaj X)

Uses of ZMatrixRMaj in org.ejml.dense.row.linsol.qr

Fields in org.ejml.dense.row.linsol.qr declared as ZMatrixRMaj

Modifier and Type	Field	Description
protected ZMatrixRMaj	LinearSolverQr_ZDRM.Q
protected ZMatrixRMaj	LinearSolverQr_ZDRM.Qt
protected ZMatrixRMaj	LinearSolverQr_ZDRM.R

Methods in org.ejml.dense.row.linsol.qr that return ZMatrixRMaj

Modifier and Type	Method	Description
ZMatrixRMaj	LinearSolverQr_ZDRM.getQ()
ZMatrixRMaj	LinearSolverQr_ZDRM.getR()

Methods in org.ejml.dense.row.linsol.qr that return types with arguments of type ZMatrixRMaj

Modifier and Type	Method	Description
QRDecomposition<ZMatrixRMaj>	LinearSolverQr_ZDRM.getDecomposer()
QRDecomposition<ZMatrixRMaj>	LinearSolverQr_ZDRM.getDecomposition()
QRDecomposition<ZMatrixRMaj>	LinearSolverQrHouse_ZDRM.getDecomposition()
QRDecomposition<ZMatrixRMaj>	LinearSolverQrHouseTran_ZDRM.getDecomposition()

Methods in org.ejml.dense.row.linsol.qr with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
boolean	LinearSolverQr_ZDRM.setA(ZMatrixRMaj A)	Performs QR decomposition on A
boolean	LinearSolverQrHouse_ZDRM.setA(ZMatrixRMaj A)	Performs QR decomposition on A
boolean	LinearSolverQrHouseCol_ZDRM.setA(ZMatrixRMaj A)	Performs QR decomposition on A
boolean	LinearSolverQrHouseTran_ZDRM.setA(ZMatrixRMaj A)	Performs QR decomposition on A
void	LinearSolverQr_ZDRM.solve(ZMatrixRMaj B, ZMatrixRMaj X)	Solves for X using the QR decomposition.
void	LinearSolverQrHouse_ZDRM.solve(ZMatrixRMaj B, ZMatrixRMaj X)	Solves for X using the QR decomposition.
void	LinearSolverQrHouseCol_ZDRM.solve(ZMatrixRMaj B, ZMatrixRMaj X)	Solves for X using the QR decomposition.
void	LinearSolverQrHouseTran_ZDRM.solve(ZMatrixRMaj B, ZMatrixRMaj X)	Solves for X using the QR decomposition.

Constructor parameters in org.ejml.dense.row.linsol.qr with type arguments of type ZMatrixRMaj

Modifier	Constructor	Description
	LinearSolverQr_ZDRM(QRDecomposition<ZMatrixRMaj> decomposer)	Creates a linear solver that uses QR decomposition.

Uses of ZMatrixRMaj in org.ejml.dense.row.misc

Methods in org.ejml.dense.row.misc with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
static void	TransposeAlgs_ZDRM.square(ZMatrixRMaj mat)	In-place transpose for a square matrix.
static void	TransposeAlgs_ZDRM.squareConjugate(ZMatrixRMaj mat)
static void	TransposeAlgs_ZDRM.standard(ZMatrixRMaj A, ZMatrixRMaj A_tran)	A straight forward transpose.
static void	TransposeAlgs_ZDRM.standardConjugate(ZMatrixRMaj A, ZMatrixRMaj A_tran)	A straight forward conjugate transpose.

Uses of ZMatrixRMaj in org.ejml.dense.row.mult

Methods in org.ejml.dense.row.mult with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
static Complex_F64	VectorVectorMult_ZDRM.innerProd(ZMatrixRMaj x, ZMatrixRMaj y, @Nullable Complex_F64 output)	Computes the inner product of the two vectors.
static Complex_F64	VectorVectorMult_ZDRM.innerProdH(ZMatrixRMaj x, ZMatrixRMaj y, @Nullable Complex_F64 output)	Computes the inner product between a vector and the conjugate of another one.
static void	MatrixMatrixMult_MT_ZDRM.mult_reorder(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.mult_reorder(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.mult_reorder(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.mult_reorder(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.mult_small(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.mult_small(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.mult_small(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.mult_small(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multAdd_reorder(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multAdd_reorder(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multAdd_reorder(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multAdd_reorder(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multAdd_small(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multAdd_small(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multAdd_small(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multAdd_small(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multAddTransA_reorder(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multAddTransA_reorder(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multAddTransA_reorder(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multAddTransA_reorder(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multAddTransA_small(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multAddTransA_small(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multAddTransA_small(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multAddTransA_small(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multAddTransAB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multAddTransAB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multAddTransAB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multAddTransAB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multAddTransAB_aux(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c, @org.jetbrains.annotations.Nullable double[] aux)
static void	MatrixMatrixMult_ZDRM.multAddTransAB_aux(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c, @org.jetbrains.annotations.Nullable double[] aux)
static void	MatrixMatrixMult_MT_ZDRM.multAddTransB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multAddTransB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multAddTransB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multAddTransB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multTransA_reorder(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multTransA_reorder(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multTransA_reorder(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multTransA_reorder(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multTransA_small(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multTransA_small(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multTransA_small(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multTransA_small(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multTransAB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multTransAB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multTransAB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multTransAB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multTransAB_aux(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c, @org.jetbrains.annotations.Nullable double[] aux)
static void	MatrixMatrixMult_ZDRM.multTransAB_aux(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c, @org.jetbrains.annotations.Nullable double[] aux)
static void	MatrixMatrixMult_MT_ZDRM.multTransB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_MT_ZDRM.multTransB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multTransB(double realAlpha, double imagAlpha, ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	MatrixMatrixMult_ZDRM.multTransB(ZMatrixRMaj a, ZMatrixRMaj b, ZMatrixRMaj c)
static void	VectorVectorMult_ZDRM.outerProd(ZMatrixRMaj x, ZMatrixRMaj y, ZMatrixRMaj A)	Sets A ∈ ℜ m × n equal to an outer product multiplication of the two vectors.
static void	VectorVectorMult_ZDRM.outerProdH(ZMatrixRMaj x, ZMatrixRMaj y, ZMatrixRMaj A)	Sets A ∈ ℜ m × n equal to an outer product multiplication of the two vectors.

Uses of ZMatrixRMaj in org.ejml.ops

Methods in org.ejml.ops that return ZMatrixRMaj

Modifier and Type	Method	Description
ZMatrixRMaj	ReadMatrixCsv.readZDRM(int numRows, int numCols)	Reads in a ZMatrixRMaj from the IO stream where the user specifies the matrix dimensions.

Methods in org.ejml.ops with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
static void	ConvertMatrixData.convert(DMatrixRMaj src, ZMatrixRMaj dst)
static void	ConvertMatrixData.convert(FMatrixRMaj src, ZMatrixRMaj dst)

Uses of ZMatrixRMaj in org.ejml.simple

Methods in org.ejml.simple that return ZMatrixRMaj

Modifier and Type	Method	Description
ZMatrixRMaj	SimpleBase.getZDRM()	Returns a reference to the matrix that it uses internally if this is a ZMatrixRMaj.

Uses of ZMatrixRMaj in org.ejml.simple.ops

Methods in org.ejml.simple.ops that return ZMatrixRMaj

Modifier and Type	Method	Description
ZMatrixRMaj	SimpleOperations_ZDRM.diag(ZMatrixRMaj A)

Methods in org.ejml.simple.ops with parameters of type ZMatrixRMaj

Modifier and Type	Method	Description
void	SimpleOperations_ZDRM.changeSign(ZMatrixRMaj a)
double	SimpleOperations_ZDRM.conditionP2(ZMatrixRMaj A)
double	SimpleOperations_ZDRM.determinant(ZMatrixRMaj A)
static Complex_F64	WorkAroundForComplex.determinant(ZMatrixRMaj A)
Complex_F64	SimpleOperations_ZDRM.determinantComplex(ZMatrixRMaj A)
ZMatrixRMaj	SimpleOperations_ZDRM.diag(ZMatrixRMaj A)
void	SimpleOperations_ZDRM.divide(ZMatrixRMaj A, double val, ZMatrixRMaj output)
double	SimpleOperations_ZDRM.dot(ZMatrixRMaj A, ZMatrixRMaj v)
void	SimpleOperations_ZDRM.elementDiv(ZMatrixRMaj A, ZMatrixRMaj B, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.elementExp(ZMatrixRMaj A, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.elementLog(ZMatrixRMaj A, ZMatrixRMaj output)
double	SimpleOperations_ZDRM.elementMax(ZMatrixRMaj A)
double	SimpleOperations_ZDRM.elementMaxAbs(ZMatrixRMaj A)
double	SimpleOperations_ZDRM.elementMin(ZMatrixRMaj A)
double	SimpleOperations_ZDRM.elementMinAbs(ZMatrixRMaj A)
void	SimpleOperations_ZDRM.elementMult(ZMatrixRMaj A, ZMatrixRMaj B, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.elementOp(ZMatrixRMaj A, SimpleOperations.ElementOpComplex op, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.elementOp(ZMatrixRMaj A, SimpleOperations.ElementOpReal op, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.elementPower(ZMatrixRMaj A, double b, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.elementPower(ZMatrixRMaj A, ZMatrixRMaj B, ZMatrixRMaj output)
double	SimpleOperations_ZDRM.elementSum(ZMatrixRMaj A)
static void	WorkAroundForComplex.elementSum_F64(ZMatrixRMaj A, Complex_F64 output)
void	SimpleOperations_ZDRM.elementSumComplex(ZMatrixRMaj A, Complex_F64 output)
void	SimpleOperations_ZDRM.extract(ZMatrixRMaj src, int srcY0, int srcY1, int srcX0, int srcX1, ZMatrixRMaj dst, int dstY0, int dstX0)
void	SimpleOperations_ZDRM.fill(ZMatrixRMaj A, double value)
double	SimpleOperations_ZDRM.get(ZMatrixRMaj A, int row, int column)
void	SimpleOperations_ZDRM.get(ZMatrixRMaj A, int row, int column, Complex_F64 value)
double[]	SimpleOperations_ZDRM.getColumn(ZMatrixRMaj A, int col, int idx0, int idx1)
double	SimpleOperations_ZDRM.getImaginary(ZMatrixRMaj A, int row, int column)
double	SimpleOperations_ZDRM.getReal(ZMatrixRMaj A, int row, int column)
double[]	SimpleOperations_ZDRM.getRow(ZMatrixRMaj A, int row, int idx0, int idx1)
boolean	SimpleOperations_ZDRM.hasUncountable(ZMatrixRMaj M)
boolean	SimpleOperations_ZDRM.invert(ZMatrixRMaj A, ZMatrixRMaj output)
boolean	SimpleOperations_ZDRM.isIdentical(ZMatrixRMaj A, ZMatrixRMaj B, double tol)
void	SimpleOperations_ZDRM.kron(ZMatrixRMaj A, ZMatrixRMaj B, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.minus(ZMatrixRMaj A, double b, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.minus(ZMatrixRMaj A, ZMatrixRMaj B, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.minusComplex(ZMatrixRMaj A, double real, double imag, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.mult(ZMatrixRMaj A, ZMatrixRMaj B, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.multTransA(ZMatrixRMaj A, ZMatrixRMaj B, ZMatrixRMaj output)
double	SimpleOperations_ZDRM.normF(ZMatrixRMaj A)
void	SimpleOperations_ZDRM.plus(double alpha, ZMatrixRMaj A, double beta, ZMatrixRMaj b, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.plus(ZMatrixRMaj A, double b, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.plus(ZMatrixRMaj A, double beta, ZMatrixRMaj b, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.plus(ZMatrixRMaj A, ZMatrixRMaj B, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.plusComplex(ZMatrixRMaj A, double real, double imag, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.pseudoInverse(ZMatrixRMaj A, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.scale(ZMatrixRMaj A, double val, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.scaleComplex(ZMatrixRMaj A, double real, double imag, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.set(ZMatrixRMaj A, int row, int column, double value)
void	SimpleOperations_ZDRM.set(ZMatrixRMaj A, int row, int column, double real, double imaginary)
void	SimpleOperations_ZDRM.setColumn(ZMatrixRMaj A, int column, int startRow, double... values)
void	SimpleOperations_ZDRM.setIdentity(ZMatrixRMaj A)
void	SimpleOperations_ZDRM.setRow(ZMatrixRMaj A, int row, int startColumn, double... values)
boolean	SimpleOperations_ZDRM.solve(ZMatrixRMaj A, ZMatrixRMaj X, ZMatrixRMaj B)
double	SimpleOperations_ZDRM.trace(ZMatrixRMaj A)
static Complex_F64	WorkAroundForComplex.trace(ZMatrixRMaj A)
Complex_F64	SimpleOperations_ZDRM.traceComplex(ZMatrixRMaj A)
void	SimpleOperations_ZDRM.transpose(ZMatrixRMaj input, ZMatrixRMaj output)
void	SimpleOperations_ZDRM.zero(ZMatrixRMaj A)