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Information on published tensor decomposition algorithms.
Published 2024“…<p>Information on published tensor decomposition algorithms.</p>…”
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Bayesian Inference of Vector Autoregressions with Tensor Decompositions
Published 2025“…However, VARs can be over-parameterized if the numbers of variables and lags are moderately large. Tensor VAR, a recent solution to over-parameterization, treats the coefficient matrix as a third-order tensor and estimates the corresponding tensor decomposition to achieve parsimony. …”
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Personalized Tucker Decomposition: Modeling Commonality and Peculiarity on Tensor Data
Published 2025“…<p>We propose a personalized Tucker decomposition (perTucker) to address the limitations of traditional tensor decomposition methods in capturing heterogeneity across different datasets. perTucker decomposes tensor data into shared global components and personalized local components. …”
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Conditional probability tensor decompositions for multivariate categorical response regression
Published 2025“…Our method relies on a functional probability tensor decomposition: a decomposition of a tensor-valued function such that its range is a restricted set of low-rank probability tensors. …”
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CP decomposition Bayes network.
Published 2024“…CANDECOMP/PARAFAC (CP) is a popular tensor decomposition model, which is both theoretically advantageous and numerically stable. …”
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(a) Prediction using traditional algorithm. (b) Prediction using optimization algorithm.
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Performance comparison between meta-gradient driven and benchmark algorithms.
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(a) Traditional economic benefits. (b) Economic benefits after algorithm optimization.
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The structure diagram of the BS-CP algorithm.
Published 2024“…CANDECOMP/PARAFAC (CP) is a popular tensor decomposition model, which is both theoretically advantageous and numerically stable. …”
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Efficient Estimation for Longitudinal Networks via Adaptive Merging
Published 2025“…In this article, we propose an efficient estimation framework for longitudinal networks, leveraging strengths of adaptive network merging, tensor decomposition, and point processes. It merges neighboring sparse networks so as to enlarge the number of observed edges and reduce estimation variance, whereas the estimation bias introduced by network merging is controlled by exploiting local temporal structures for adaptive network neighborhood. …”
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Grid search results of dual-window parameters on Salinas-simulated dataset.
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