Linear algebra

These are the available functions for linear algebra. See each function's help topic in the TIBCO Enterprise Runtime for R Language Reference for more information.

Function name	Title description
`%c%`	Matrix Cross Product
`%o%`	Generalized Outer Products
`aperm`	Array Permutations
`aperm.default`	Array Permutations
`aperm.table`	Array Permutations
`apply`	Apply a Function to Sections of an Array
`backsolve`	Backsolve Upper or Lower Triangular Equations
`chol`	Choleski Decomposition of Symmetric Matrix
`chol.default`	Choleski Decomposition of Symmetric Matrix
`chol2inv`	Invert a Matrix Given its Choleski Decomposition
`colMeans`	Row and Column Summaries
`colSums`	Row and Column Summaries
`crossprod`	Matrix Cross Product
`det`	Determinant of a Matrix
`determinant`	Determinant of a Matrix
`diag`	Diagonal Matrices
`eigen`	Eigenvalues and Eigenvectors of a Matrix
`eigen.default`	Eigenvalues and Eigenvectors of a Matrix
`is.qr`	QR Matrix Decomposition
`La.svd`	Singular Value Decomposition of a Matrix
`outer`	Generalized Outer Products
`prcomp`	Principal Components Analysis
`prcomp.default`	Principal Components Analysis
`prcomp.formula`	Principal Components Analysis
`qr`	QR Matrix Decomposition
`qr.coef`	Use a QR Matrix Decomposition
`qr.default`	QR Matrix Decomposition
`qr.fitted`	Use a QR Matrix Decomposition
`qr.lm`	QR Matrix Decomposition
`qr.Q`	Reconstruct the Q, R, or X Matrices from a QR Object
`qr.qty`	Use a QR Matrix Decomposition
`qr.qy`	Use a QR Matrix Decomposition
`qr.R`	Reconstruct the Q, R, or X Matrices from a QR Object
`qr.resid`	Use a QR Matrix Decomposition
`qr.solve`	Use a QR Matrix Decomposition
`qr.X`	Reconstruct the Q, R, or X Matrices from a QR Object
`rowMeans`	Row and Column Summaries
`rowSums`	Row and Column Summaries
`scale`	Scale Columns of a Matrix
`scale.default`	Scale Columns of a Matrix
`solve`	Solve Linear Equations and Invert Matrices
`solve.default`	Solve Linear Equations and Invert Matrices
`solve.qr`	Solve Linear Equations and Invert Matrices
`svd`	Singular Value Decomposition of a Matrix
`t`	Transpose a Matrix
`t.default`	Transpose a Matrix
`tcrossprod`	Matrix Cross Product