Graduate School of Science, Chiba University
Associate ProfessorI explore the diverse structures of algebraic linear differential equations through geometric, algebraic, and combinatorial lenses, employing representation theory methods.
While traditionally rooted in differential and integral calculus, I elucidate the unique characteristics of each equation by creating ‘figures’ and ‘diagrams.’ These figures offer insights into the multifaceted nature of differential equations.
Recent Topics of Interests:
My interest lies in the deformation theory for singularities of differential equations, exploring the correlation between the geometric structure of their moduli spaces and their representation theoretic interpretation.
Motto in Research or in Life:
Appreciating the support I receive from every aspect of my life: my family, friends, classmates, seniors, juniors, teachers, students, and colleagues.
Hobby / Holiday:
Always thinking about tasty foods
