IMI Colloquium

2025年1月　IMI 臨時Colloquium
https://forms.office.com/r/BDp8EVkpw7
※学外の方でご興味がある方はこちらへご登録ください。※登録締切は1月15日（水）です。

■日時：　2025年1月15日(水) 23日(木) 16:45 - 17:45
■場所：　IMIオーディトリアム及びZoomによるオンライン
■講師：　Martin Kružík (Institute of Information Theory and Automation, The Czech Academy of Sciences/ Faculty of Civil Engineering, The Czech Technical University in Prague)
■使用言語：英語
■講演タイトル： Non-interpenetration of Matter in Lower-Dimensional Structures
■講演要旨：
Non-interpenetration of matter is a well-known challenge for solid elastic materials
combining analytical and geometrical aspects. In the bulk model, at least on the conceptual
level, non-interpenetration is quite understood even if many challenges still remain open.
In lower-dimensional structures (plates, rods), the situation seems to be even less clear.
Focusing on rods in the plane, we will introduce a possible concept of non-interpenetration
and show a density and $\Gamma$-limit result.
This is a joint work with B. Benešová, D. Campbell, and S. Hencl (all from Prague).

　IMIコロキウム 世話人
　池松 泰彦
　倉田 澄人
　田上 大助

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Additional IMI Colloquium in January 2025
https://forms.office.com/r/BDp8EVkpw7

If you are outside Kyushu University and wish to participate, please register here.

*The deadline for registration is Wednesday, January 15.

■Date : Wednesday, 15Thursday, 23 January 2025 16:45-17:45 ※Japan Standard Time (JST)
■Place : IMI Auditorium(W1-D-413) and Live streaming with Zoom
■Speaker : Martin Kružík (Institute of Information Theory and Automation, The Czech Academy of Sciences/ Faculty of Civil Engineering, The Czech Technical University in Prague)

■Language：English
■Title : Non-interpenetration of Matter in Lower-Dimensional Structures
■Abstract:
Non-interpenetration of matter is a well-known challenge for solid elastic materials
combining analytical and geometrical aspects. In the bulk model, at least on the conceptual
level, non-interpenetration is quite understood even if many challenges still remain open.
In lower-dimensional structures (plates, rods), the situation seems to be even less clear.
Focusing on rods in the plane, we will introduce a possible concept of non-interpenetration
and show a density and $\Gamma$-limit result.
This is a joint work with B. Benešová, D. Campbell, and S. Hencl (all from Prague).

　IMI Colloquium Organizers
　IKEMATSU, Yasuhiko
　KURATA, Sumito
　TAGAMI, Daisuke