Mr. Ning Tian | Systems in Networks | Best Researcher Award

Mr. Ning Tian | Systems in Networks | Best Researcher Award

Mr. Ning Tian, Northeast Forestry University, China

Mr. Ning Tian is an undergraduate student at the College of Science, Northeast Forestry University, where he specializes in performance analysis and the dynamical properties of systems in networks. Under the guidance of Dr. Gao Shang, he recently published a paper titled Noise-to-State Stability of Random Coupled Kuramoto Oscillators via Feedback Control. His research focuses on the stability of random systems with feedback control, particularly in the context of coupled oscillators. By employing techniques from graph theory and Lyapunov methods, he investigates the Noise-to-State Stability in Probability (NSSP) for Random Coupled Kuramoto Oscillators with Input Control (RCKOIC). His work contributes to the understanding of stability in random systems, validated through numerical simulations and tests. 📚💡

Publication Profile:

Orcid

Suitability for the Award:

While Mr. Ning Tian’s achievements are remarkable for his academic stage, the Research for Best Researcher Award typically recognizes seasoned researchers with extensive contributions to their fields. However, Mr. Tian’s work stands out due to:

  • The originality and depth of his research.
  • His ability to address complex problems in networked systems as an undergraduate, which is highly commendable.
  • His contribution to developing methodologies that can impact broader applications in performance analysis and dynamical systems.

Academic Background:

Mr. Ning Tian is currently an undergraduate student at the College of Science, Northeast Forestry University. He is under the supervision of Dr. Gao Shang and specializes in the analysis of dynamical properties of systems in networks. 🎓

Research & Achievements:

He has recently published a paper titled Noise-to-State Stability of Random Coupled Kuramoto Oscillators via Feedback Control. This work explores the stability of random systems with feedback control, specifically in coupled oscillators, using advanced techniques from graph theory and the Lyapunov method. 📚🧑‍🔬

Contributions to Research & Development:

Through his research, Mr. Tian has made significant contributions to the understanding of stability in random coupled systems. His work, which is validated through numerical simulations, enhances the study of noise-to-state stability in complex networks. ⚙️🔬

Publication Top Note:

Title: Noise-to-State Stability of Random Coupled Kuramoto Oscillators via Feedback Control
Published: November 27, 2024