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julia

The Julia Language: A fresh approach to technical computing.

ksttm

Matlab Codes for Kernelized Support Tensor Train Machines (KSTTM)

lssvm_dual_ttkalmanfilter

Code for the tensor train Kalman filter applied to the LSSVM dual problem

meracle

Converts a tensor train into either a Tucker decomposition or into a MERA. The tensor train is 'unfolded' layer by layer into a MERA. The rank-lowering disentanglers in the MERA are obtained through an orthogonal Procrustes problem.

mvmals

MIMO Volterra Modified Alternating Linear Scheme identification algorithms

pnla_julia

Polynomial Numerical Linear Algebra package for Julia

pnla_matlab_octave

MATLAB/OCTAVE functions for the Polynomial Numerical Linear Algebra Framework

steroid

Symmetric Tensor Eigen-Rank-One Iterative Decomposition

symmetricvolterra

Code to reproduce results in the article ``Enforcing symmetry in tensor network MIMO Volterra identification"

tensor-kalman-filter

tensor-network-b-splines

Tensor Network B-splines and its application in nonlinear system identification

tkpsvd

Tensor Kronecker Product Singular Value Decomposition

tnekf

Extended Kalman filtering with low-rank Tensor Networks for MIMO Volterra system identification

tnkalman

Tensor Network Kalman filter

tnmoesp

Tensor Network MOESP method for the identification of polynomial state space models

tnrsvd

Tensor Network randomized SVD

tspn

Tensor Sum-product Networks

ttc

Fast and accurate tensor completion using tensor trains with a system identification approach

ttclassifier

Tensor Train polynomial classifier

ttr1svd

Tensor Train Rank-1 decomposition