An iterative thresholding integrator for hierarchical tensors yields quasi-optimal rank bounds for high-dimensional Schrödinger equations, polynomial in dimension.
Adaptive near-optimal rank tensor approximation for high- dimensional operator equations.Foundations of Computational Mathematics, 15(4):839–898, 2015
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Iterative thresholding low-rank time integration for high-dimensional problems
An iterative thresholding integrator for hierarchical tensors yields quasi-optimal rank bounds for high-dimensional Schrödinger equations, polynomial in dimension.