ベトナム高等数学研究所のLe Minh Ha氏にご講演いただきます。ぜひ、ご参加ください！
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| 日 時 | 2026年2月24日(火) 10:30 – 12:00 |
| 場 所 | IMIカンファレンスルーム(W1-D-414)及びZoomによるオンライン |
| 講 師 | Le Minh Ha氏 （Vietnam institute for Advanced Study in Mathematics） |
| 言語 | 英語 |
| 講演タイトル | Talk 1:Recent Developments in Vietnam’s Mathematics and Emerging Opportunities for Vietnam-Japan Collaboration Talk 2:Modular Invariant Theory for Polynomial Rings mod Frobenius Powers |
| 講演要旨 | Talk1: Vietnam’s mathematics has experienced substantial growth, particularly accelerated by recent strategic policies. Following the successful National Program for Development of Mathematics – NPDM (2010-2020) which established VIASM and created foundational infrastructure, Vietnam launched the National Program for Development of Mathematics (2021-2030).This program sets ambitious targets including five universities in the world’s top 500 for mathematics by 2030, doubling international publications, and training 400 PhDs with emphasis on applied and industrial mathematics. Most significantly, the Politburo’s Resolution No. 57-NQ/TW (December 2024) on breakthroughs in science, technology, innovation, and national digital transformation positions science and technology as decisive factors for national development. This landmark resolution establishes strategic human resource development in mathematics as a national priority, with targets including R&D spending reaching 2% of GDP and the digital economy contributing 30% of GDP by 2030. Resolution 57 emphasizes mathematics as fundamental infrastructure for Vietnam’s transformation into an innovation-driven economy. The research landscape demonstrates growing domestic capacity alongside robust international collaboration, with Japan emerging as a key partner. Within the Vietnam-Japan Comprehensive Strategic Partnership (November 2023), which designates science and technology cooperation as a foundational pillar, promising collaboration opportunities include joint research programs in applied and computational mathematics, AI and data science, scholarly exchanges, co-hosted conferences, mathematical modeling for regional challenges, and capacity building aligned with Industry 4.0 requirements. This talk makes the case that strengthening Vietnam-Japan mathematical collaboration is both urgent and achievable, and proposes concrete mechanisms to accelerate partnership across research, training, and applied mathematics. Talk:2 Abstract: We will explain our solution to conjectures due to Lewis, Reiner, and Stanton concerning the Hilbert series of the invariant ring of a polynomial algebra modulo Frobenius powers, and discuss its consequences. This is joint work with Nguyen D. H. Hai, Nguyen V. Nghia, and Le X. Hoang. |
| 💻 Zoom での参加 💻 | ||
| https://us06web.zoom.us/j/88983571971?pwd=SiXgJtfXykptQkZJLGTknecwPsw7Zb.1 | ||
| ミーティングID ： | 889 8357 1971 | ※zoomでの参加者は、 事前のzoomのアプリ導入を推奨 (ﾀﾞｳﾝﾛｰﾄﾞ→ https://zoom.us) |
| パスコード ： | 014005 | |
Zoom参加での注意事項
・当日は、「教員はフルネーム」「学生は学籍番号(苗字)」(例：1SC○○○○○A(苗字))で参加してください
・聴講者の音声とビデオはホスト側でミュートに設定いたします
・質問したい際には、Zoomの挙手機能か、チャット機能でお知らせください
IMIコロキウム 世話人
池松 泰彦 <ikematsu@imi.kyushu-u.ac.jp>
倉田 澄人 <kurata@imi.kyushu-u.ac.jp>
田上 大助 <tagami@imi.kyushu-u.ac.jp>