MultiLinear Algebra
Tensor QR Decomposition Using the Discrete Wavelet Transform
Tensor QR Decomposition Using the Discrete Fourier Transform
Tensor Singular Value Decomposition Using Any Discrete Transform
Tensor Singular Value Decomposition Using the Discrete Cosine Transfor...
Tensor Singular Value Decomposition Using the Discrete Harley Transfor...
Tensor Singular Value Decomposition Using the Discrete Sine Transform
Tensor Singular Value Decomposition Using the Discrete Walsh-Hadamard ...
Tensor Singular Value Decomposition Using the Discrete Wavelet Transfo...
Tensor Singular Value Decomposition Using the Discrete Fourier Transfo...
Tensor Conversion
LU Decomposition of a Complex Matrix
Polar/Jordan Form of a Matrix
QR Decomposition of a Complex Matrix Without Pivoting
Tensor with Random Entries
Transpose 3-mode Tensor
Discrete Wavelet Transform of a 3-D Tensor
Tensor Eigenvalue Decomposition Using any Discrete Transform
Tensor Eigenvalue Decomposition Using the Discrete Cosine Transform
Tensor Eigenvalue Decomposition Using the Discrete Hadley Transform
Tensor Eigenvalue Decomposition Using the Discrete Sine Transform
Tensor Eigenvalue Decomposition Using the Discrete Walsh-Hadamard Tran...
Tensor Eigenvalue Decomposition Using the Discrete Wavelet Transform
Tensor Eigenvalue Decomposition Using the Discrete Fourier Transform
Discrete Inverse Wavelet Transform of a 3-D Tensor
Inverse of a 3-mode Tensor Using any Discrete Transform
Inverse of a 3-mode Tensor Using the Discrete Cosine Transform
Inverse of a 3-mode Tensor Using the Discrete Hartley Transform
Inverse of a 3-mode Tensor Using the Discrete Sine Transform
Inverse of a 3-mode Tensor Using the Discrete Walsh-Hadamard Transform
Inverse of a 3-mode Tensor Using the Discrete Wavelet Transform
Inverse of a 3-mode Tensor Using the Discrete Fourier Transform
Linear Discriminate Analysis of a 3-mode Tensor Using any Discrete Tra...
Tensor LU Decomposition Using Using Any Discrete Transform
Tensor LU Decomposition Using the Discrete Cosine Transform
Tensor LU Decomposition Using the Discrete Hartley Transform
Tensor LU Decomposition Using the Discrete Cosine Transform
Tensor LU Decomposition Using the Discrete Walsh-Hadamard Transform
Tensor LU Decomposition Using the Discrete Wavelet Transform
Tensor LU Decomposition Using the Discrete Fourier Transform
Find the mean of a tensor
Tensor Multiplication Using Any Discrete Transform
Tensor QR Decomposition Using Using Any Discrete Transform
Tensor QR Decomposition Using the Discrete Cosine Transform
Tensor QR Decomposition Using the Discrete Hartley Transform
Tensor QR Decomposition Using the Discrete Sine Transform
Tensor QR Decomposition Using the Discrete Walsh-Hadamard Transform
A set of tools for basic tensor operators. A tensor in the context of data analysis in a multidimensional array. The tools in this package rely on using any discrete transformation (e.g. Fast Fourier Transform (FFT)). Standard tools included are the Eigenvalue decomposition of a tensor, the QR decomposition and LU decomposition. Other functionality includes the inverse of a tensor and the transpose of a symmetric tensor. Functionality in the package is outlined in Kernfeld et al. (2015) <https://www.sciencedirect.com/science/article/pii/S0024379515004358>.