HONDA Naofumi Professor
Research Activities
I am mainly studying subjects related to “Algebraic Analysis”, in particular, microlocal aspects of asymptotic analysis and exact WKB analysis. The microlocal analysis, which was initiated by Mikio Sato in 70’s, is a quite powerful tool to study solutions of systems of linear partial differential equations, and I am now trying to extend this method to the area of asymptotic analysis.
Papers:
- T. Aoki, N. Honda and S. Yamazaki
Foundation of symbol theory for analytic pseudodifferential operators, I
Journal of the Mathematical Society of Japan 69 (2017), 1715-1801 - N. Honda, L. Prelli and S. Yamazaki
Multi-microlocalization and microsupport
Bulletin de la Société Mathématique de France 144 (2016), 569-611 - N. Honda, T.Kawai and Y.Takei
Virtual turning points, Springer briefs in Mathematical Physics, 4,
Springer, (2015) - T. Aoki, N.Honda, Y. Umeta
On a construction of general formal solutions for equations of the first Painleve hierarchy I,
Advances in Mathematics 235 (2013), 496-524 - N. Honda and L. Prelli
Multi-specialization and multi-asymptotic expansions,
Advances in Mathematics 232 (2013), 432-498
contact
n-honda(at)math.sci.hokudai.ac.jp