Shih-Hsin Chen 陳世昕


Experience:

Postdoc at National Center for Theoretical Sciences (NCTS) from 2021.09 to 2024.07

Independent researcher at Yang Ming Chiao Tung University (NYCU) from 2024.08 to 2025.01

Assistant Professor at National Chung Hsing University (NCHU) from 2025.02



Research field: 

  • Differential equations
  • Synchronization theory

Email:shchen040978@nchu.edu.tw

— Publication:

[7] Chen, Shih-Hsin; Hsia, Chun-Hsiung. On mathematical analysis of synchronization to bidirectionally coupled Kuramoto oscillators under inertia effect, Nonlinear Analysis: Real World Applications, vol. 81 (2025), pp. 104185.

[6] Chen, Shih-Hsin; Hsia, Chun-Hsiung; Hsiao, Ting-Yang. Complete and Partial Synchronization for Two-Group and Three-Group Kuramoto Oscillators, SIAM on Applied Dynamical Systems, vol. 23, 2024.

[5] Chen, Shih-Hsin; Hsia, Chun-Hsiung; Chu, Chia-Chi. On Synchronization of Third-Order Power Systems Governed by Second-Order Networked Kuramoto Oscillators Incorporating First-Order Magnitude Dynamics, Physica D: Nonlinear Phenomena, vol. 467, pp. 134232, 2024 .

[4] Chen, Shih-Hsin; Chu, Chia-Chi; Hsia, Chun-Hsiung; Moon, Sunghwan. Frequency Synchronization of Heterogeneous Second-Order Forced Kuramoto Oscillator Networks: A Differential Inequality Approach, IEEE Transactions on Control of Network Systems, 2022.

[3] Chen, Shih-Hsin; Chu, Chia-Chi; Hsia, Chun-Hsiung; Shiue, Ming-Cheng. Synchronization of Heterogeneous Forced First-Order Kuramoto Oscillator Networks: A Differential Inequality Approach, IEEE Transactions on Circuits and Systems I: Regular Papers, 2021.

[2] Chen, Shih-Hsin; Hsia, Chun-Hsiung; Shiue, Ming-Cheng. On mathematical analysis of synchronization to bidirectionally coupled Kuramoto oscillators, Nonlinear Analysis: Real World Applications, Vol. 56, pp.103169, 2020.

[1] Chen, Shih-Hsin; Hsia, Chun-Hsiung; Jung, Chang-Yeol; Kwon, Bongsuk. Asymptotic stability and bifurcation of time-periodic solutions for the viscous Burgers' equation, Journal of Mathematical Analysis and Applications, Vol. 445, No. 1, pp. 655--676, 2017.

— Award:

2023 Excellent Postdoctoral Research Scholar Award by the Foundation For The Advancement of Excellent Scholarship (FAOS).

— Foreign Experience:

Apr. 7—Apr. 11, 2023:Visit Ulsan National Institute of Science and Technology, Ulsan, Korea.

Feb. 15—Feb. 25, 2024:Visit University of Pittsburgh, USA.

— Teaching Experience:

In National Chung Hsing University :

Calculus
Advanced Partial Differential Equations

— Teaching Assistant

In National Taiwan University :

2019.09-2021.06:Calculus.
2020.02-2020.06:Real Analysis.
2019.09-2020.01:Applied Analysis.
2019.02-2019.06:Probability.
2018.09-2019.01:Complex Analysis.
2016.09-2018.06:Ordinary & Partial Differential Equations.
2015.09-2016.06:Advanced Calculus.

—In Foreign Country :

2022.07:Summer School of MSRI in Hilo University, Hawaii, USA.   

—Presentation:

— 2024

[19]04.30,2024: Complete and Partial Synchronization for Two-Group and Three-Group Kuramoto Oscillators, TamKang University, Taipei, Taiwan.

[18]04.02,2024: Complete and Partial Synchronization for Two-Group and Three-Group Kuramoto Oscillators, National Tsing Hua University, Hsinchu, Taiwan.

[17]02.29,2024: Complete and Partial Synchronization for Two-Group and Three-Group Kuramoto Oscillators, One Day Workshop on PDE and Related Topics, Meiji University, Tokyo, Japan.

[16] Feb. 29, 2024: Complete and Partial Synchronization for Two-Group and Three-Group Kuramoto Oscillators, Meiji University, Tokyo, Japan.

— 2023

[15] Sep. 02, 2023: Complete and Partial Synchronization for Two-Group and Three-Group Kuramoto Oscillators, Jeju, Korea.

[14] Aug. 28, 2023: The existence of traveling wave solutions with the minimal propagation speed of scalar reaction-diffusion equations, NCTS PDE Young Scholar Workshop, Taipei, Taiwan.

[13] May 18, 2023: Synchronization of Heterogeneous Forced Kuramoto Oscillator Networks: A Differential Inequality Approach, SIAM Conference on Applied Dynamical Systems, Portland, USA.

[12] May 02, 2023: Synchronization of Heterogeneous Forced Kuramoto Oscillator Networks: A Differential Inequality Approach, National Yang Ming Chiao Tung University, Hsinchu, Taiwan.

[11] Apr. 12, 2023: Synchronization of Heterogeneous Forced Kuramoto Oscillator Networks: A Differential Inequality Approach, National University of Kaohsiung, Kaohsiung, Taiwan.

[10] Apr. 11, 2023: Synchronization of Heterogeneous Forced Kuramoto Oscillator Networks: A Differential Inequality Approach, Ulsan National Institute of Science and Technology, Ulsan, Korea.

[9] Mar. 09, 2023: Partial and Complete Synchronization for Two-Group and Three-Group Kuramoto Oscillators, National Chung Hsing University, Taichung, Taiwan.

— 2022

[8] Dec. 07, 2022: Synchronization of Heterogeneous Forced Kuramoto Oscillator Networks: A Differential Inequality Approach, NTU-Tokyo joint online conference.

[7] Mar. 31, 2022: On Synchronization for the First-Order and Second-Order Bidirectionally Coupled Kuramoto Oscillators, Analysis seminar in Sinica, Taipei, Taiwan.

— 2021

[6] Nov. 14, 2021: On Mathematical Analysis of Synchronization to Bidirectionally Coupled Kuramoto Oscillators, Taipei Postdoc Seminar in Sinica, Taipei, Taiwan.

— 2020

[5] Feb. 2020: On Mathematical Analysis of Synchronization to Bidirectionally Coupled Kuramoto Oscillators, PDE symposium in National Center for Theoretical Sciences, Taipei, Taiwan.

[4] Jan. 19, 2020: On Mathematical Analysis of Synchronization to Bidirectionally Coupled Kuramoto Oscillators, East Asian Core Doctoral Forum Mathematics, Tokyo University, Tokyo, Japan. 

— 2019

[3] Feb. 28, 2019: On Mathematical Analysis of Synchronization to Bidirectionally Coupled Kuramoto Oscillators, Taiwan-Japan Joint Workshop for Young Scholars in Applied Mathematics, Ryukoku University, Kyoto, Japan.

— 2018

[2] Mar. 01, 2018: Synchronization and Kuramoto model, Taiwan-Japan Joint Workshop for Young Scholars in Applied Mathematics, National Cheng Kung University, Tainan, Taiwan.

[1] Jan. 14, 2018: Time Periodic Solutions of Burgers' Type Equation, East Asian Core Doctoral Forum Mathematics, Tsinghua University, Beijing, China.

—Education:

—Short Biography:

Shih-Hsin Chen received his Ph.D. degree under the supervision of Prof. Chun-Hsiung Hsia from National Taiwan University (NTU) in 2021. Currently, he is an independent researcher at Department of Applied Mathematics at National Yang Ming Chiao Tung University (NYCU). His interest focuses on differential equations and synchronization theory.

Shih-Hsin Chen started the synchronization problems in 2018. He has been interested in developing synchronization theory for various Kuramoto models. In Shih-Hsin Chen's dissertation, he investigated the sufficient conditions of synchronization for the bidirectionally coupled Kuramoto model. In this project, he successfully established a recurrence form to estimate the phase difference of the oscillators. By applying the Lyapunov function and differential inequality techniques, he obtain the phase synchronization theory and frequency synchronization theory.

During Shih-Hsin Chen's Ph.D. program, he also participated in many academic activities. For example, he organized a regular seminar for two years with Prof. Jia-Yuan Dai from Department of Mathematics at National Tsing Hua University (NTHU). In 2018, he attended East Asian Core Doctoral Forum Mathematics (EACDFM) at Tsinghua University in Beijing, China. In 2019 and 2020, he attended Taiwan-Japan Joint Workshop for Young Scholars in Applied Mathematics at Ryukoku University and Toyko University in Japan, respectively. In addition to the research, Shih-Hsin Chen has worked as a teaching assistant for several courses at NTU. He has also received many excellent teaching assistant awards from NTU.

After graduating from NTU, Shih-Hsin Chen joined National Center for Theoretical Sciences (NCTS) as a postdoc. He applied the synchronization analysis to the power systems and smart grids in collaboration with Prof. Chia-Chi Chu from Electrical Engineering Department at NTHU. In their projects, they studied the synchronization for the Kuramoto models imposed by pinning controls and voltage dynamics. In addition, Shih-Hsin Chen continued his joint work with Prof. Chun-Hsiung Hsia and developed the synchronization theory of two-group and three-group Kuramoto models. Furthermore, Shih-Hsin Chen was honored with 2023 Excellent Postdoctoral Research Scholar Award by Foundation For The Advancement of Excellent Scholarship (FAOS).

While working at NCTS, Shih-Hsin Chen organized Taipei Postdoc Seminar by NCTS-Academia Sinica for one year and participated in various academic activities abroad. In 2022, he participated as a teaching assistant in MSRI summer school of fluid dynamics at Hawaii University, USA. In 2023, he spent 5 days visiting Mathematical Sciences at Ulsan National Institute of Science and Technology (UNIST) in Korea. Additionally, he was invited to give a 20-minute talk in a mini-symposium at SIAM Conference on Applied Dynamical Systems in Portland, USA. In 2024, he spent 10 days visiting Prof. Ermentrout at University of Pittsburgh, USA. Moreover, he attended Taiwan-Japan Joint Workshop for Young Scholars and gave a presentation at One Day Workshop on PDE and Related Topics at Meiji University in Toyko.

Shih-Hsin Chen is a creative and hard-working researcher. He always explores new things and dares to take on a challenge. Additionally, Shih-Hsin Chen also has a strong passion for teaching. He possesses a genuine enthusiasm for his work and consistently contributes to both academic research and mathematics education.

Photos

  • Teaching Assistant in National Taiwan University  

  • Summer School of MSRI in Hilo University, Hawaii, USA

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