معرفی
Ken-ichi Maruno is a Professor at the Department of Applied Mathematics, School of Fundamental Science and Engineering, Waseda University, since 2017. His research focuses on integrable systems, solitons, and nonlinear wave phenomena, with applications to fluid mechanics and mathematical physics. He has held academic positions at the University of Texas–Pan American (2006–2014) and Kyushu University (2003–2006). He earned his Ph.D. from Kyushu University.
- Education: Ph.D. in Mathematics (Kyushu University)
- Research Interests: Integrable systems, solitons, nonlinear waves, discrete integrable systems, water waves, fluid mechanics, mathematical physics, numerical computations
His work emphasizes integrable discretizations, delay soliton equations, and self-adaptive moving mesh schemes. He has published extensively on soliton interactions in the Davey-Stewartson, Yajima-Oikawa, and Toda systems. His recent articles explore delay Lotka–Volterra equations, rogue waves in long wave–short wave systems, and geometric formulations of vortex filaments. Collaborative projects include research on multi-component short pulse equations and discrete SIR models.
Maruno’s research projects, funded by the Japan Society for the Promotion of Science, focus on mathematical models for ocean waves and integrable system-based numerical methods. He has contributed to international conferences and workshops on nonlinear phenomena, integrable systems, and discrete differential geometry.
- Professional Roles: Committee member and editor for the Japan Society for Industrial and Applied Mathematics; member of the Japan Society of Fluid Mechanics and The Physical Society of Japan.
- Teaching: Offers courses on ordinary differential equations, numerical analysis, and soliton mathematics at Waseda University.
