Mi Hu

Mi Hu is a researcher at the Department of Mathematics, Faculty of Mathematics and Natural Sciences, University of Oslo, Norway, since August 2023. She collaborates with Prof. Tuyen Trung Truong and Prof. John Erik Fornæss on projects involving dynamical systems, several complex variables, and algebraic geometry, focusing on optimization solutions and improved Newton's methods for solving systems of equations.

Education:

• PhD in Mathematics from the University of Parma, Italy (2024)
• Thesis: Complex Dynamics Inside Fatou Sets
• Advisor: Prof. John Erik Fornæss

Research Interests:

• Complex Dynamics in one and higher dimensions
• Interior dynamics of Fatou sets
• Parabolic basins
• Geometric complexity of Julia sets
• Hybrid applications of Newton's methods
• Algebraic geometry in dynamical systems

Recent Work Trends: Her publications emphasize theoretical advancements in Newton's methods (e.g., Backtracking New Q-Newton's Method), connections to Schröder's theorem, and computational techniques like stochastic root finding. Articles also explore geometric and topological properties of complex dynamical systems.

Conference Participation:

• On geometric complexity of Julia sets V (2024, Bedlewo, Poland)
• KAUS and Nordan (2024, Östanskär, Sweden)
• UiO seminar (2024, Oslo)
• Topics in Complex Dynamics (2023 & 2021, Barcelona)
• Let's Face Complexity (2017, Como, Italy)
• Recent developments on d-bar equations (2023, Oslo)