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Kernel Regression Improves Multi‑Way Data Imputation for Graph Flows

Kernel Regression Improves Multi‑Way Data Imputation for Graph Flows

KReTTaH, a kernel‑regression and tensor‑train approach, improves multi‑way imputation for dynamic graph flows, beating two baselines in tests September 2025. Read more: getnews.me/kernel-regression-improv... #kernelregression #tensortrain

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Tensor Train Completion from Single‑Mode Fiberwise Observations

Tensor Train Completion from Single‑Mode Fiberwise Observations

Method completes tensors from single‑mode fiberwise observations using only standard linear‑algebra steps, guaranteeing provable recovery without random sampling. getnews.me/tensor-train-completion-... #tensorcompletion #tensortrain #fibermode

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Tensor Decomposition Boosts Robustness of Vision‑Language Models

Tensor Decomposition Boosts Robustness of Vision‑Language Models

A new study shows a lightweight Tensor Train decomposition layer can recover CLIP performance after adversarial attacks, boosting recall@1 on Flickr30K from 7.5% to 19.8%. getnews.me/tensor-decomposition-boo... #tensortrain #clip #multimodal

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Adaptive Tensor-Train Decomposition Improves Network Compression

Adaptive Tensor-Train Decomposition Improves Network Compression

The new LWIQ method cuts tensor‑train rank‑search time by 63.2% and yields a model 3.2× smaller with only a 0.86% drop in top‑1 accuracy on CIFAR‑10 ResNet‑56. getnews.me/adaptive-tensor-train-de... #modelcompression #tensortrain #deeplearning

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Tensor Train Isogeometric Solver Accelerates 3D Poisson Simulations

Tensor Train Isogeometric Solver Accelerates 3D Poisson Simulations

TT‑IGA, a 3‑D isogeometric solver using tensor‑train decomposition, cuts memory use and floating‑point ops while solving the Poisson equation accurately. getnews.me/tensor-train-isogeometri... #tensortrain #isogeometricanalysis

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Low-Rank Tensor-Train Finite Difference Method for 3D Parabolic PDEs

Low-Rank Tensor-Train Finite Difference Method for 3D Parabolic PDEs

Preprint (12 Sep 2025) presents a low‑rank tensor‑train finite‑difference method for 3D parabolic PDEs, cutting memory use by orders of magnitude with Crank‑Nicolson time stepping. getnews.me/low-rank-tensor-train-fi... #tensortrain #parabolicpde

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