[Date]:2020/09/07～2020/09/08

Geometry and Algebra in Material Science I ｜20200012

Program

September 7（Tue）

11:00-11:05 Opening

11:05-11:45
Kazuaki Kawahara (The Univ. of Tokyo)  Experiments and mathematics of interface structure

11:45-13:30 Lunch

13:30-14:10
Tomoji Kumano (Nippon Steel Corp.) A derivation of coincidence site lattice relations utilizing quaternion and matrix for material engineers

14:30-15:10
Shunsuke Kobayashi (Osaka Univ.) Geometrical modeling and numerical analysis on dislocations in solid

15:30-16:10
Tomotsugu Shimokawa (Kanazawa Univ.) Relationship between the development of lattice defects and mechanical properties in solid materials through atomic simulations

16:30-17:10
Yoshimi Tanaka (Yokohama Nat. Univ.) Fracture of gels and mechanics of osmosis

September 8（Wed）

11:00-11:30
Hiroyuki Yamagishi (TMCIT) The best constant of discrete Sobolev inequality on regular polyhedra

11:35-12:05
Hiroto Sekido (Kyoto Univ.） The best constant of discrete Sobolev inequality on C60 fullerenes

12:05-14:00 Lunch

14:00-14:40
Mamoru Tanaka (NIT, Miyakonjo) A model of amorphous structure similar to crystal structure and percolation

15:00-15:40
Kaname Matsue (IMI） Finite-time singularity: a dynamical system approach

16:00-16:30
Junichi Nakagawa (The Univ. of Tokyo) Mathematical research on real-world problems is an educational program for doctorate course students in FMSP (Leading Graduate Course Frontiers of Mathematical Science and Physics) of the University of Tokyo： Problems in Mathematics Motivated by Crystals and Quasi-Crystals II

16:30-16:35 Closing

Program & Abstract