Computing Tensor $Z$-Eigenvectors with Dynamical Systems
Computing Tensor $Z$-Eigenvectors with Dynamical Systems
We present a new framework for computing $Z$-eigenvectors of general tensors based on numerically integrating a dynamical system that can only converge to a $Z$-eigenvector. Our motivation comes from our recent research on spacey random walks, where the long-term dynamics of a stochastic process are governed by a dynamical system …