Rui Shen

Rui Shen

orcid

Research Focus & Metrics

Academic Career Length

16Years (2011-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 September 2012 in Computational Optimization and Applications
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Journal Article
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XXXu Xinsheng
Xu Xinsheng
ZMZhiqing Meng
Zhiqing Meng
JSJianwu Sun
Jianwu Sun
LHLiguo Huang
Liguo Huang
RSRui Shen
Rui Shen

2 January 2024 in Nature Communications
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Journal Article
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YYYinan Yang
Yinan Yang
HZHuijing Zhou
Huijing Zhou
XHXiawei Huang
Xiawei Huang
CWChengfang Wu
Chengfang Wu
KZKewei Zheng
Kewei Zheng
BLBo Liu
Bo Liu
The Hippo pathway controls developmental, homeostatic and regenerative tissue growth, and is frequently dysregulated in various diseases. Although this pathway can be activated by innate immune/inflammatory stimuli, the underlying mechanism is not fully understood. Here, we identify a conserved signaling cascade that leads to Hippo pathway activation by innate immune/inflammatory signals. We show that Tak1, a key kinase in innate immune/inflammatory signaling, activates the Hippo pathway by inducing the lysosomal degradation of Cka, an essential subunit of the STRIPAK PP2A complex that suppresses Hippo signaling. Suppression of STRIPAK results in the activation of Hippo pathway through Tao-Hpo signaling. We further show that Tak1-mediated Hippo signaling is involved in processes ranging from cell death to phagocytosis and innate immune memory. Our findings thus reveal a molecular connection between innate immune/inflammatory signaling and the evolutionally conserved Hippo pathway, thus contributing to our understanding of infectious, inflammatory and malignant diseases.

21 January 2021 in Entropy
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Journal Article
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MJMin Jiang
Min Jiang
ZMZhiqing Meng
Zhiqing Meng
RSRui Shen
Rui Shen
Biconvex programming (or inequality constrained biconvex optimization) is an important model in solving many engineering optimization problems in areas like machine learning and signal and information processing. In this paper, the partial exactness of the partial optimum for the penalty function of biconvex programming is studied. The penalty function is partially exact if the partial Karush–Kuhn–Tucker (KKT) condition is true. The sufficient and necessary partially local stability condition used to determine whether the penalty function is partially exact for a partial optimum solution is also proven. Based on the penalty function, an algorithm is presented for finding a partial optimum solution to an inequality constrained biconvex optimization, and its convergence is proven under some conditions.

3 March 2020 in Sustainability
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SZShaolong Zeng
Shaolong Zeng
LGLingyun Gao
Lingyun Gao
RSRui Shen
Rui Shen
YMYingying Ma
Yingying Ma
HLHaiping Li
Haiping Li
This paper focuses on the role of local governments in the development of tourism in China by examining 30 Chinese provinces from 2000 to 2018. The results of empirical research show that fiscal decentralization in China provides local governments with incentives for the development of high pollution industries and of large state-owned enterprises, which do not help the sustainable development of tourism. In addition, there is an “inverted U-shaped” relationship between pollution level and tourism development. Although the growth of China’s tourism industry is pollution-based currently, tourism revenue is considered to decline once a threshold is reached. The competition from local governments for foreign investment is conducive to the improvement of environmental quality and increase in tourism revenue. Based on this, we have proposed a series of sustainable tourism development measures.

6 February 2014 in Numerical Functional Analysis and Optimization
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Journal Article
Closed access
MJMin Jiang
Min Jiang
RSRui Shen
Rui Shen
XXXinsheng Xu
Xinsheng Xu
ZMZhiqing Meng
Zhiqing Meng

5 November 2011 in Journal of Optimization Theory and Applications
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Journal Article
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ZMZhiqing Meng
Zhiqing Meng
Chuangyin DangChuangyin Dang
Chuangyin Dang
RSRui Shen
Rui Shen
MJMing Jiang
Ming Jiang