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High-order Tensor Completion for Data Recovery via Sparse Tensor-train OptimizationICASSP18001

Citation Author(s):
Longhao Yuan, Qibin Zhao and Jianting Cao
Submitted by:
Longhao Yuan
Last updated:
15 April 2018 - 1:45am
Document Type:
Presentation Slides
Document Year:
2018
Event:
Presenters:
Longhao Yuan
Paper Code:
2908
 

In this paper, we aim at the problem of tensor data completion. Tensor-train decomposition is adopted because of its powerful representation ability and linear scalability to tensor order. We propose an algorithm named Sparse Tensor-train Optimization (STTO) which considers incomplete data as sparse tensor and uses first-order optimization method to find the factors of tensor-train decomposition. Our algorithm is shown to perform well in simulation experiments at both low-order cases and high-order cases. We also employ a tensorization method to transform data to a higher-order form to enhance the performance of our algorithm. The results of image recovery experiments in various cases manifest that our method outperforms other completion algorithms. Especially when the missing rate is very high, e.g., 90\% to 99\%, our method is significantly better than the state-of-the-art methods.

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