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Last update: March 2, 2022


The 13th Nagoya Workshop on

Differential Equations



Speakers

 Ikki Fukuda (Shinshu University)
 Mitsuo Higaki (Kobe University)
 Ryo Ikehata (Hiroshima University)
 Takeyuki Nagasawa (Saitama University)
 Shohei Nakamura (Osaka University)
 Shinya Okabe (Tohoku University)
 Mamoru Okamoto (Osaka University)
 Koichi Taniguchi (Tohoku University)


Organizers

 Mitsuru Sugimoto (Nagoya University)
 Toshiaki Hishida (Nagoya University)
 Jun Kato (Nagoya University)
 Yutaka Terasawa (Nagoya University)

Assistant

 Kazumasa Fujiwara (Nagoya University)




Program
March 15

13:30 ∼ 14:20   Ryo Ikehata (Hiroshima University)
     Sharp $L^{2}$-estimates of the wave equation and its application to local energy decay

14:40 ∼ 15:30   Mamoru Okamoto (Osaka University)
     Almost sure global well-posedness for the quadratic nonlinear Klein-Gordon equation

15:50 ∼ 16:40   Ikki Fukuda (Shinshu University)
     Higher-order asymptotic profiles of the solutions to the Burgers equation with
    a fractional dispersion term

17:00 ∼ 17:30   Free Online Communication


March 16

10:00 ∼ 10:50   Takeyuki Nagasawa (Saitama University)
     The Möbius energies of knots and links: Decomposition, the cosine formula, and their
    Möbius invariance

11:10 ∼ 12:00   Shinya Okabe (Tohoku University)
     Convergence of Sobolev gradient trajectories to elastica

13:30 ∼ 14:20   Mitsuo Higaki (Kobe University)
     Large-scale boundary regularity for stationary viscous incompressible flows

14:40 ∼ 15:30   Koichi Taniguchi (Tohoku University)
     On unconditional uniqueness and non-uniqueness for the Hardy-Hénon
    parabolic equation

15:50 ∼ 16:40   Shohei Nakamura (Osaka University)
     Reguralization of functional inequalities via diffusion flow

17:00 ∼ 17:30   Free Online Communication