Xiuheng Wang
Postdoc at Université de Lorraine
Campus Aiguillettes, F-54000 Nancy, France.
I am a postdoctoral researcher with SiMul research group at Université de Lorraine, France, working with Dr. Ricardo Borsoi.
Before that, I obtained my Ph.D. in Electrical Engineering in 2024 at Laboratoire Lagrange, Université Côte d’Azur, France, under the supervision of Prof. Cédric Richard. I received my master degree in 2021 under the supervision of Prof. Jie Chen, from Northwestern Polytechnical University, China, where I also received my bachelor degree in 2018.
My research interests lie at the intersection of statistical signal processing and machine learning, with special attention to
- Riemannian optimization
- Change point detection
- Hyperspectral imaging
A formal biography, as well as an academic CV, are available here.
News
| Aug, 2025 | We are presenting a tutorial on Integration of Physics-Based and Data-Driven Models for Parameter Estimation with Applications to Image and Speech Signal Processing with Jie Chen and Ziye Yang at IEEE MLSP 2025. |
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| May, 2025 | Our paper Riemannian Change Point Detection on Manifolds with Robust Centroid Estimation has been accepted to EUSIPCO 2025. |
| May, 2025 | Our paper Riemannian Diffusion Adaptation for Distributed Optimization on Manifolds has been accepted to ICML 2025. |
| Oct, 2024 | I have started my work at Université de Lorraine, and my email address with the domain @oca.eu will no longer be available. The best way to contact me is by Gmail. |
| Jul, 2024 | I have been granted 2023 Chinese government award for outstanding self-financed students abroad. This is the highest award for Chinese students overseas, 1 of 650 globally. |
| Jun, 2024 | I have successfully defended my Ph.D. thesis, entitled Joint Modeling and Learning Approaches for Hyperspectral Imaging and Changepoint Detection, one milestone in my life! |
| May, 2024 | I will give a talk on Non-parametric Online Change Point Detection On Riemannian manifolds at SLSIP Workshop, Porquerolles, France. |
| May, 2024 | Our paper Non-parametric Online Change Point Detection On Riemannian manifolds has been accepted to ICML 2024. |