Research Institute of Intelligent Complex Systems 简称IICS
time:2021-03-10 view:5289

Associate Principal Investigator, M.Phil. Supervisor


E-mail: boweiqin@fudan.edu.cn


Biography

Dr. Bo-Wei Qin received his PhD in Applied Mathematics from City University of Hong Kong in 2017. Before joining Research Institute of Intelligent Complex Systems, he worked as postdoctoral fellow at School of Mathematical Sciences at Fudan University. The major focus of his study is computational systems biology. This encompasses the qualitative analysis on the emergent behavior in complex biological systems and the quantitative investigation on biological control. His results have turned into peer-reviewed journal including those top journals: Physical Review Letters, Nature Communications, Physica D, etc. He has been awarded the Shanghai 'Excellent Postdoctoral Research Fellow' and presided a project of China Postdoctoral Science Foundation. He has been working as a young associate research professor in Research Institute of Intelligent Complex Systems of Fudan University and teaching Advanced Calculus and other undergraduate courses since May 2022. He presided one project for young scholars and one general project of the National Natural Science Foundation of China. Dr. Bo-Wei Qin’s research interest is computational systems biology, especially, the physics of complex biological systems together with developing mathematical theories and methods to solve issues arising from biological context. Recently, he focused on various problems regarding biological oscillations which are pervasive from micro-scale to macro-scale biological systems, such as, circadian rhythms arising from gene regulatory networks, pulsatile oscillations in neural networks and population fluctuation in ecosystems.

Education Experience:

  • September 2012 – October 2017 Ph.D.Department of Mathematics (Advisor: Professor Kwok-wai Chung), City University of Hong Kong

  • September 2007 – June 2011 B.Sc.Department of Mathematics, City University of Hong Kong

Research Interests

Quantitative Biology, Computational Systems Biology, Nonlinear Dynamical Systems, Complex Systems

Professional Experience:

  • May 2022 – Present (Young) Associate Research Professor, Research Institute of Intelligent Complex Systems, Fudan University

  • September 2019 – March 2022 Postdoctoral Research Fellow, School of Mathematical Sciences, Fudan University

  • January 2019 – August 2019 Research Assistant, Department of Mathematics, City University of Hong Kong

  • May 2018 – December 2018 Visiting Scholar, Applied Mathematics, University of Seville

  • November 2017 – April 2018 Research Assistant, Department of Mathematics, City University of Hong Kong

Selected Publications: 

1. Bo-Wei Qin*, Wei Lin. Tipping point for pulsatile oscillations in dynamical networks. Physical Review Research (accepted Nov, 2023).

2. Zhaoyue Zhong, Wei Lin*, Bo-Wei Qin*. Modulating biological rhythms: A noncomputational strategy harnessing nonlinearity and decoupling frequency and amplitude. Physical Review Letters 131, 138401 (2023).

3. Bo-Wei Qin*, Lei Zhao & Wei Lin*. A frequency-amplitude coordinator and its optimal energy consumption for biological oscillators. Nature Communications 12, 5894 (2021).  

4.  Bo-Wei Qin, Kwok-wai Chung, Antonio Algaba and Alejandro J. Rodríguez-Luis*.  High-order approximation of heteroclinic bifurcations in truncated 2D-normal forms for the generic cases of Hopf-zero and nonresonant double Hopf singularities. SIAM Journal on Applied Dynamical Systems 20, 403-437 (2021).

5. Bo-Wei Qin, Kwok-wai Chung, Antonio Algaba and Alejandro J. Rodríguez-Luis*. Asymptotic expansions for a degenerate canard explosion. Physica D 418, 132841 (2021).

6. Bo-Wei Qin, Kwok-wai Chung, Antonio Algaba and Alejandro J. Rodríguez-Luis*. High-order study of the canard explosion in an aircraft ground dynamics model. Nonlinear Dynamics 100, 1079-1090 (2020).

7. Bo-Wei Qin, Kwok-wai Chung*, Alejandro J. Rodríguez-Luis and Mohamed Belhaq. Homoclinic-doubling and homoclinic-gluing bifurcations in the Takens-Bogdanov normal form with D4 symmetry. Chaos 28, 093107 (2018).

time:2021-03-10 view:5289

Associate Principal Investigator, M.Phil. Supervisor


E-mail: boweiqin@fudan.edu.cn


Biography

Dr. Bo-Wei Qin received his PhD in Applied Mathematics from City University of Hong Kong in 2017. Before joining Research Institute of Intelligent Complex Systems, he worked as postdoctoral fellow at School of Mathematical Sciences at Fudan University. The major focus of his study is computational systems biology. This encompasses the qualitative analysis on the emergent behavior in complex biological systems and the quantitative investigation on biological control. His results have turned into peer-reviewed journal including those top journals: Physical Review Letters, Nature Communications, Physica D, etc. He has been awarded the Shanghai 'Excellent Postdoctoral Research Fellow' and presided a project of China Postdoctoral Science Foundation. He has been working as a young associate research professor in Research Institute of Intelligent Complex Systems of Fudan University and teaching Advanced Calculus and other undergraduate courses since May 2022. He presided one project for young scholars and one general project of the National Natural Science Foundation of China. Dr. Bo-Wei Qin’s research interest is computational systems biology, especially, the physics of complex biological systems together with developing mathematical theories and methods to solve issues arising from biological context. Recently, he focused on various problems regarding biological oscillations which are pervasive from micro-scale to macro-scale biological systems, such as, circadian rhythms arising from gene regulatory networks, pulsatile oscillations in neural networks and population fluctuation in ecosystems.

Education Experience:

  • September 2012 – October 2017 Ph.D.Department of Mathematics (Advisor: Professor Kwok-wai Chung), City University of Hong Kong

  • September 2007 – June 2011 B.Sc.Department of Mathematics, City University of Hong Kong

Research Interests

Quantitative Biology, Computational Systems Biology, Nonlinear Dynamical Systems, Complex Systems

Professional Experience:

  • May 2022 – Present (Young) Associate Research Professor, Research Institute of Intelligent Complex Systems, Fudan University

  • September 2019 – March 2022 Postdoctoral Research Fellow, School of Mathematical Sciences, Fudan University

  • January 2019 – August 2019 Research Assistant, Department of Mathematics, City University of Hong Kong

  • May 2018 – December 2018 Visiting Scholar, Applied Mathematics, University of Seville

  • November 2017 – April 2018 Research Assistant, Department of Mathematics, City University of Hong Kong

Selected Publications: 

1. Bo-Wei Qin*, Wei Lin. Tipping point for pulsatile oscillations in dynamical networks. Physical Review Research (accepted Nov, 2023).

2. Zhaoyue Zhong, Wei Lin*, Bo-Wei Qin*. Modulating biological rhythms: A noncomputational strategy harnessing nonlinearity and decoupling frequency and amplitude. Physical Review Letters 131, 138401 (2023).

3. Bo-Wei Qin*, Lei Zhao & Wei Lin*. A frequency-amplitude coordinator and its optimal energy consumption for biological oscillators. Nature Communications 12, 5894 (2021).  

4.  Bo-Wei Qin, Kwok-wai Chung, Antonio Algaba and Alejandro J. Rodríguez-Luis*.  High-order approximation of heteroclinic bifurcations in truncated 2D-normal forms for the generic cases of Hopf-zero and nonresonant double Hopf singularities. SIAM Journal on Applied Dynamical Systems 20, 403-437 (2021).

5. Bo-Wei Qin, Kwok-wai Chung, Antonio Algaba and Alejandro J. Rodríguez-Luis*. Asymptotic expansions for a degenerate canard explosion. Physica D 418, 132841 (2021).

6. Bo-Wei Qin, Kwok-wai Chung, Antonio Algaba and Alejandro J. Rodríguez-Luis*. High-order study of the canard explosion in an aircraft ground dynamics model. Nonlinear Dynamics 100, 1079-1090 (2020).

7. Bo-Wei Qin, Kwok-wai Chung*, Alejandro J. Rodríguez-Luis and Mohamed Belhaq. Homoclinic-doubling and homoclinic-gluing bifurcations in the Takens-Bogdanov normal form with D4 symmetry. Chaos 28, 093107 (2018).