Kyushu University Academic Staff Educational and Research Activities Database
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Miyuki Koiso Last modified date:2016.10.04



Graduate School
Undergraduate School


Homepage
http://www.imi.kyushu-u.ac.jp/eng/academic_staffs/view/85
Academic Degree
Doctor of Science
Field of Specialization
mathematics
Research
Research Interests
  • Global analysis on geometric variational problems and its applications
    keyword : mathematics, geometry, differential geometry, variational problem, global analysis
    2008.10~2017.03.
Current and Past Project
  • Joint research with Prof. Jaigyoung Choe (Korean Institute for Advanced Study, Korea) on a free boundary problem for surfaces with constant mean curvature.
  • Joint research on geometric variational problems for hypersurfaces; Miyuki Koiso (Kyushu U., Japan) and Bennett Palmer (Idaho State U., USA)
  • Joint research on stability and bifurcation for surfaces with constant mean curvature and their generalizations; Miyuki Koiso (Kyushu U, Japan), Bennett Palmer (Idaho State U., USA), and Paolo Piccione (Univ. of Sao Paulo, Brazil)
Academic Activities
Papers
1. 小磯 深幸, Jaigyoung Choe, Stable capillary hypersurfaces in a wedge, Pacific Journal of Mathematics, 280, 1, 2015.12.
Presentations
1. 小磯 深幸, Local structure of the space of all triply periodic minimal surfaces in R^3, Workshop "Geometric aspects on capillary problems and related topics", 2015.12.16, [URL].
2. 小磯 深幸, Stable capillary hypersurfaces in a wedge and uniqueness of the minimizer, Asymptotic Problems: Elliptic and Parabolic Issues, 2015.06.02, [URL].
3. 小磯 深幸, Bifurcation theory for minimal and constant mean curvature surfaces, Conference on Geometry, 2014.03.22, [URL].
4. 小磯 深幸, Stable capillary hypersurfaces in a wedge and uniqueness of the minimizer, The second Japanese-Spanish workshop on Differential Geometry, 2014.02.06, [URL].
5. 小磯 深幸, Geometry of hypersurfaces with constant anisotropic mean curvature, The 2013 Annual Meeting of the Taiwan Mathematical Society, 2013.12.08, [URL].
6. 小磯 深幸, Free boundary problem for surfaces with constant mean curvature, International Workshop on Special Geometry and Minimal Submanifolds, 2013.08.08, [URL].
7. 小磯 深幸, Bernstein-type theorems for surfaces with constant anisotropic mean curvature and CMC surfaces in the Lorentz-Minkowski space, 7th International Meeting on Lorentzian Geometry, 2013.07.25, [URL].
8. 小磯 深幸, Non-convex anisotropic surface energy and zero mean curvature surfaces in the Lorentz-Minkowski space, The 5th OCAMI-TIMS Joint International Workshop on Differential Geometry and Geometric Analysis, 2013.03.25, [URL].
9. 小磯 深幸, Geometry of isoperimetric-type problems modeled on interfaces on micrometre scale, Workshop on Geometry of Interfaces and Capillarity, 2012.06.26, [URL].
10. Miyuki Koiso, Geometric analysis for variational problems of isoperimetric type, Invited Organized Talk, Annual meeting of the Mathematical Society of Japan, Tokyo University of Science, March 26, 2012., [URL].
11. Miyuki Koiso, Bifurcation and stability for solutions of isoperimetric problems, Isoperimetric problems, space-filling, and soap bubble geometry, Mar 19, 2012 - Mar 23, 2012,
ICMS (International Center for Mathematical Sciences), 15 South College Street Edinburgh, UK,
Organisers: Cox, Simon (Institute of Mathematics and Physics), Morgan, Frank (Williams College), Sullivan, John (Technische Universitat Berlin).
, [URL].
12. Miyuki Koiso, Pitchfork bifurcation for hypersurfaces with constant mean curvature, The 10th Pacific Rim Geometry Conference 2011 Osaka-Fukuoka
(December 1-5, Osaka City University, December 7-9, Kyushu University), December 7, 2011., [URL].
13. Miyuki Koiso, Stability of surfaces with constant anisotropic mean curvature and applications to physical phenomena, III Encontro Paulista de Geometria (San Paulo, Brazil), August 9, 2011
, [URL].
14. Geometric variational problems and bifurcation theory, [URL].
15. Geometry of hypersurfaces with constant anisotropic mean curvature, [URL].
16. Stability and bifurcation for surfaces with constant mean curvature and their generalizations, [URL].
17. Stability and bifurcation for surfaces with constant mean curvature and their generalizations, [URL].
18. Stability and bifurcation for solutions of isoperimetric type problems, [URL].
19. , [URL].
20. , [URL].
21. , [URL].
Other Research Activities
  • 2011.03.
Membership in Academic Society
  • Society for Science on Form, Japan
  • Japan Society of Mathematical Education
  • Mathematical Society of Japan