Research Institute for Mathematical Sciences, Kyoto University

output

19912020

most citedTopological Lattice Models in Four Dimensions

382 citations

researchers with a paper here

Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.

M. Kashiwara25 · h 64
T. Arakawa21 · h 27
T. Miwa2 profiles16 · h 58
K. Habiro12 · h 17
T. Kumagai12 · h 37
H. Nakajima11 · h 45
M. Jimbo11 · h 59
T. Mochizuki11 · h 22
Tetsuya Ito10 · h 15
M. Abe9 · h 8
Ryoki Fukushima9 · h 10
Seok-Jin Kang9 · h 35

collaborating institutions

Kyoto UniversityJP369 papers
The University of TokyoJP33 papers
Korea Institute for Advanced StudyKR13 papers
The University of OsakaJP12 papers
Centre National de la Recherche ScientifiqueFR10 papers
Nagoya UniversityJP10 papers
Seoul National UniversityKR10 papers
Yukawa Institute for Theoretical PhysicsJP10 papers
Fujian Normal UniversityCN8 papers
Kavli Institute for the Physics and Mathematics of the UniverseJP8 papers
National Research University Higher School of EconomicsRU8 papers
Hiroshima UniversityJP7 papers

Showing 2018 · math.DGShow all

2 papers · 2 filters

math.DG2018★ 2 cited

Convergence of mean curvature flow in hyperkähler manifolds

Keita Kunikawa, Ryosuke Takahashi

Inspired by the work of Leung-Wan, we study the mean curvature flow in hyperkähler manifolds starting from hyper-Lagrangian submanifolds, a class of middle dimensional submanifolds…

math.DG2018

An $L^{2}$ -index formula of monopoles with Dirac-type singularities

Masaki Yoshino

We prove the Fredholmness of Dirac operators of monopoles with Dirac-type singularities on oriented complete Riemannian $3$ -folds, and we also calculate the $L^{2}$ -indices of them.

Convergence of mean curvature flow in hyperkähler manifolds

An L2-index formula of monopoles with Dirac-type singularities

An $L^{2}$ -index formula of monopoles with Dirac-type singularities