Abstract:
This talk will be in two parts:
The first part will be introductory, and will address the question: Given an ordinary differential equation (ODE) with certain physical/geometric properties (for example a preserved measure, first and/or second integrals), how can one preserve these properties under discretization?
The second part of the talk will cover some more recent work, and address the question: How can one deduce hard to find properties of an ODE from its discretization?
聴講方法については, 下記連絡先まで, お問い合わせ下さい.
連絡先:
Daniel Gaina ( daniel@imi.kyushu-u.ac.jp )
〒819-0395
福岡市西区元岡744番地
TEL:092-802-4402
FAX:092-802-4405
(数理・MI研究所事務室)
IMI(マス・フォア・インダストリ研究所)
共同利用・共同研究拠点
セミナー
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リスト | ![]() |
全て(掲示受付分)(1961) | ![]() |
今日・明日のセミナー(2) |
How to discover properties of differential equations, and how to preserve those properties under discretisation
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開催時期 | 2021-05-18 12:00~2021-05-18 13:00 |
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場所 | Online |
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受講対象 | |
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講師 | Reinout Quispel (La Trobe University) |