Workshop on Mathematical Analysis for Nonlinear Phenomena


This workshop focuses on mathematical models of various phenomena occurring in nature, as well as their applications in engineering and industry, and the corresponding mathematical analysis. The workshop will feature presentations primarily by young researchers, including talks on the latest research results, as well as survey lectures on introductory and foundational topics related to the themes above. The event aims to foster a flexible style of presentation that encourages active discussions among participants. We hope this will provide an opportunity to explore new research avenues in the mathematical analysis of phenomena. We look forward to your participation.

The details of the 35th Workshop on Mathematical Analysis for Nonlinear Phenomena are as follows:

  • Date and Time:  Monday, September 14, 2026, 13:00-14:00
  • Venue:  Room 223, Building C4 (Natural Science Building No. 5) Faculty of Mathematics and Physics Institute of Science and Engineering Kanazawa University, Kakuma Campus Kanazawa, 920-1192, Ishikawa, Japan
  • 13:00-13:30  Speaker:   Jiří Mikyška (Czech Technical University in Prague)
    Title of Talk:   Alternative Formulations of Phase Stability Testing and Flash Equilibrium Calculation and their Applications in Compositional Simulation

  • 13:30-14:00  Speakers (joint talk):   Martin Jex, Petr Gális (Czech Technical University in Prague)
    Title of Talk:   A Thermo-Poro-Elastic Phase-Field Model for Hydraulic Fracturing

View the Abstracts (PDF)

The past workshops can be found here, or on the archived old Google Site.

Other links:   Kanazawa Analysis Seminar, Differential Equations in Data Science