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Takeshi Gotoda
Observed name:
Gotoda, Takeshi
Institution:
Institute of Science Tokyo
Observed institutions:
Tokyo Institute of Technology,
Hokkaido University,
Kyoto University,
Institute of Science Tokyo,
Research Institute for Electronic Science, Hokkaido University,
Nagoya University
show all 6
ORCID:
0000-0003-0213-4320
Observed ORCID:
0000-0003-0213-4320
OpenAlex ID:
A5005698191
A computational model of the epidermis with the deformable dermis and its application to skin diseases
2021
·
Kota Ohno
, Yasuaki Kobayashi
, et al.
·
Scientific Reports
·
23
PDF
Universality of the Anomalous Enstrophy Dissipation at the Collapse of Three Point Vortices on Euler--Poincaré Models
2018
·
Takeshi Gotoda
, Takashi Sakajo
·
SIAM Journal on Applied Mathematics
·
13
PDF
Distributional Enstrophy Dissipation Via the Collapse of Three Point Vortices
2016
·
Takeshi Gotoda
, Takashi Sakajo
·
Journal of Nonlinear Science
·
13
Self-similar Motions and Related Relative Equilibria in the N-point Vortex System
2020
·
Takeshi Gotoda
·
Journal of Dynamics and Differential Equations
·
8
PDF
Existence and non-existence of asymmetrically rotating solutions to a mathematical model of self-propelled motion
2020
·
Mamoru Okamoto
, Takeshi Gotoda
, et al.
·
Japan Journal of Industrial and Applied Mathematics
·
3
PDF
Global solvability for two-dimensional filtered Euler equations with measure valued initial vorticity
2018
·
Takeshi Gotoda
·
Differential and Integral Equations
·
3
Enstrophy Variations in the Incompressible 2D Euler Flows and $$\alpha $$ α Point Vortex System
2016
·
Takeshi Gotoda
, Takashi Sakajo
·
Springer proceedings in mathematics & statistics
·
3
Global existence of a unique solution and a bimodal travelling wave solution for the 1D particle-reaction-diffusion system
2021
·
Mamoru Okamoto
, Takeshi Gotoda
, et al.
·
Journal of Physics Communications
·
2
PDF
Enstrophy variations in the collapsing process of point vortices
2025
·
Takeshi Gotoda
·
Journal of Fluid Mechanics
·
1
PDF
Anomalous enstrophy dissipation via triple collapse of point vortices in a Euler-Poincare system
2017
·
Takeshi Gotoda
·
Institutional Repositories DataBase (IRDB)
·
1
PDF
Global solvability and convergence of the Euler-Poincaré regularization of the two-dimensional Euler equations
2017
·
Gotoda, Takeshi
·
arXiv (Cornell University)
·
1
PDF
Energy conservation in the limit of filtered solutions for the 2D Euler equations
2022
·
後藤田, 剛
, Gotoda, Takeshi
·
Institutional Repositories DataBase (IRDB)
Energy conservation in the limit of filtered solutions for the 2D Euler equations
2022
·
Takeshi Gotoda
·
Nonlinearity
PDF
Self-similar Motions and Related Relative Equilibria in the N-point Vortex System
2021
·
後藤田, 剛
, Gotoda, Takeshi
·
Institutional Repositories DataBase (IRDB)
A computational model of the epidermis with the deformable dermis and its application to skin diseases
2021
·
後藤田, 剛
, Gotoda, Takeshi
·
Institutional Repositories DataBase (IRDB)
Global existence of a unique solution and a bimodal travelling wave solution for the 1D particle-reaction-diffusion system
2021
·
後藤田, 剛
, Gotoda, Takeshi
·
Institutional Repositories DataBase (IRDB)
Convergence of filtered weak solutions to the 2D Euler equations with measure-valued vorticity
2020
·
後藤田, 剛
, Gotoda, Takeshi
·
Institutional Repositories DataBase (IRDB)
Existence and non-existence of asymmetrically rotating solutions to a mathematical model of self-propelled motion
2020
·
後藤田, 剛
, Gotoda, Takeshi
·
Institutional Repositories DataBase (IRDB)
Self-similar motions of point vortices and related relative equilibrium states
2020
·
Takeshi Gotoda
·
APS Division of Fluid Dynamics Meeting Abstracts
Singular vortex dynamics on filtered Euler flows (Mathematical Analysis in Fluid and Gas Dynamics)
2019
·
Takeshi Gotoda
·
Institutional Repositories DataBase (IRDB)
PDF
Numerical simulation of vortex sheet motion approximated by point vortices (The State of the Art in Numerical Analysis : Theory, Methods, and Applications)
2018
·
Gotoda, Takeshi
, Krasny, Robert
·
Institutional Repositories DataBase (IRDB)
PDF
Mathematical modeling for stable formation of the granular layer and tight junctions in the epidermis.
2018
·
Takeshi Gotoda
·
The Japan Society for Computational Engineering and Science
(non-)Existence of the (a)symmetrical rotating solution for a mathematical model of camphor disk’s self-propulsion
2018
·
Mamoru Okamoto
, Takeshi Gotoda
, et al.
Universality of the Anomalous Enstrophy Dissipation at the Collapse of Three Point Vortices on Euler--Poincaré Models
2018
·
後藤田, 剛
, Gotoda, Takeshi
·
Institutional Repositories DataBase (IRDB)
Global solvability for two-dimensional filtered Euler equations with measure valued initial vorticity
2018
·
後藤田, 剛
, Gotoda, Takeshi
·
Institutional Repositories DataBase (IRDB)
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Works count:
36
Citation count:
71
H-index:
4
I10-index:
3
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