10 citations · 17 across the 3 of their papers we have counts for
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math.NA2016★ 7 cited
Optimization via Separated Representations and the Canonical Tensor Decomposition
Matthew J Reynolds, Gregory Beylkin, Alireza Doostan
We introduce a new, quadratically convergent algorithm for finding maximum absolute value entries of tensors represented in the canonical format. The computational complexity of th…
math.NA2015
Randomized Alternating Least Squares for Canonical Tensor Decompositions: Application to a PDE with Random Data
Matthew Reynolds, Alireza Doostan, Gregory Beylkin
This paper introduces a randomized variation of the alternating least squares (ALS) algorithm for rank reduction of canonical tensor formats. The aim is to address the potential nu…