| 発表言語 |
英語
|
| 開催日 |
2008年10月21日 15時30分
|
| 終了日 |
2008年10月21日 16時30分
|
| 開催場所 | 京都大学理学部3号館 (数学教室) 127大会議室 |
| セミナー名 | GCOE連続講演会 |
| タイトル |
Thin 3D Navier-Stokes equations: Ultimate boundedness of solutions with large data and global attractors |
| 分野 |
幾何
解析
|
| 講演者名 | Prof. George Sell |
| 講演者所属 | Minnesota University |
| 概要 | In both lectures we will examine a new topic of the thin 3D Navier-Stokes equations with Navier boundary conditions. In the first lecture we will treat the ultimate boundedness of strong solutions and the related theory of global attractors. In the second lecture, which will include a brief summary of the first lecture, we will examine the role played by the 2D Limit Problem. These issues are a special challenge for analysis because the 2D Limit Problem is NOT imbedded the 3D problem. These lectures are based on joint work with Genevieve Raugel, Dragos Iftimie, and Luan Hoang. |
| 備考 | 数学教室臨時談話会および偏微分方程式セミナーとの共催です． |
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