KOBAYASHI Masanori

J-GLOBAL         Last updated: Dec 7, 2018 at 13:00
 
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Name
KOBAYASHI Masanori
Affiliation
Tokyo Metropolitan University
Section
Graduate School of Science and Technology, Department of Mathematics and Information Sciences
Job title
Associate Professor

Research Areas

 
 

Academic & Professional Experience

 
Apr 2018
 - 
Today
Associate Professor, Graduate School of Sciences, Tokyo Metropolitan University
 

Published Papers

 
Masanori Kobayashi; Makiko Mase; Kazushi Ueda
International Mathematics Research Notices   1665-1690   Mar 2013   [Refereed]
M. Kobayashi
Saitama Math. J.   31 103-113   2017   [Refereed]
Tropical geometry of PERT
M. Kobayashi and S. Odagiri
Journal of Math-for-Industry   5 145-149   2013   [Refereed]
M. Kobayashi
首都大学東京教職課程紀要   2 195-200   2017   [Refereed]
Topological Classification of Nonsingular Tropical Affine Cubic Curves
S. Odagiri, T. Kihara, M. Kobayashi
The Tsuru University Review   77 15-29   2013   [Refereed]
M. Kobayashi and M. Mase
Tokyo Journal of Mathematics   35 461-467   2012   [Refereed]
Duality of Weights, Mirror Symmetry and Arnold's Strange Duality
M. Kobayashi
Tokyo Journal of Mathematics   31 225-251   2008   [Refereed]
Itsuo Takamatsu, Masanori Kobayashi, Hiroo Tokunaga and Akihiro Yamamoto
Lecture Notes in Computer Science   4914 318-329   2008   [Refereed]
Inferability of Closed Set Systems From Positive Data
de Brecht, M., Kobayashi, M., Tokunaga, H., and Yamamoto, A.
Lecture Notes in Artificial Intelligence   4384 265-275   2007   [Refereed]
Matthew de Brecht,Masanori Kobayashi,Hiroo Tokunaga,Akihiro Yamamoto
New Frontiers in Artificial Intelligence, JSAI 2006 Conference and Workshops, Tokyo, Japan, June 5-9 2006, Revised Selected Papers   265-275   2006   [Refereed]
A special Lagrangian 3-torus as a real slice
M. Kobayashi
Integrable Systems and Algebraic Geometry (M.-H. Saito, Y. Shimizu and K. Ueno eds.), Proc. Taniguchi Symp.   315-319   1998   [Refereed]
On blow-analytic equivalence of embedded curve singularities
M. Kobayashi, T.-C. Kuo
Real analytic and algebraic singularities (T. Fukuda et al. eds.), Pitman Research Notes in Math. Series   381 30-37   1998   [Refereed]
On Noether's inequality for threefolds
M. Kobayashi
J. Math. Soc. Japan   44 145-156   1992   [Refereed]

Misc

 
de Brecht Matthew, Kobayashi Masanori, Tokunaga Hiroo
RIMS Kokyuroku   1489 256-260   May 2006
ウェイト系の双対性とミラーシンメトリー
小林正典
RIMS Kokyuroku   934 179-189   1996   [Invited]

Books etc

 
小林 正典, 寺尾 宏明 (Part:Joint Work)
培風館   Apr 2007   ISBN:4563003735

Research Grants & Projects

 
Ministry of Education, Culture, Sports, Science and Technology: Grants-in-Aid for Scientific Research(基盤研究(A))
Project Year: 2006 - 2008    Investigator(s): Guest MARTIN
Ministry of Education, Culture, Sports, Science and Technology: Grants-in-Aid for Scientific Research(基盤研究(C))
Project Year: 2004 - 2005    Investigator(s): Masanori KOBAYASHI
I have studied mainly on the relationship between Calabi-Yau manifolds and derived categories. In particular, we studied how one can recover a complex manifold from its derived category e.g. by defining stability condition, and what should be expe...
Ministry of Education, Culture, Sports, Science and Technology: Grants-in-Aid for Scientific Research(基盤研究(C))
Project Year: 2003 - 2005    Investigator(s): Tohru NAKASHIMA
The aim of the present project was to clarify the relations between various invariants of Calabi-Yau manifolds from the representation theoretic point of view of the noduli pace of stable sheaves on them. Although the part concerning representatio...
Ministry of Education, Culture, Sports, Science and Technology: Grants-in-Aid for Scientific Research(基盤研究(B))
Project Year: 1997 - 1999    Investigator(s): Takao FUJITA
The head investigator Fujita has classified non-singular polarized threefolds with Kodaira energy less than -1/2, and described precisely the structure of the adjoint fibrations. He further found out that the techniques of Kawachi-Masek in the stu...
Ministry of Education, Culture, Sports, Science and Technology: Grants-in-Aid for Scientific Research(基盤研究(C))
Project Year: 1997 - 1998    Investigator(s): Shihoko ISHII
In the Minimal Model Conjecture, it is conjectured that there exist the canonical, minimal and log-canonical models for a singularity on an algebraic variety. This is proved for 2 and 3-dimensional cases, however not proved for the higher dimensio...