Arsip Kegiatan

Semester Gasal 2005/2006・演講

2005/09/01 – 2006/01/31・6 kegiatan

Desember 20051 kegiatan

200512/29Kam Kuliah Umum What are good bases of substructures for substructuring methods? 廖本善 博士Department of Mathematics, University of California, Davis 下午 3:00–4:00 國立中央大學Gedung Hongjing 107室

November 20053 kegiatan

200511/29Sel Kuliah Umum 淺談機率論的幾個有趣的問題 胡殿中教授清華大學數學系 上午11:00–12:00 國立中央大學Gedung Hongjing 107室
200511/29Sel Kuliah Umum 如何使用R:以資料處理及迴歸分析為例 呂理裕教授聖約翰科技大學工業工程與管理系 上午10:00–11:00 國立中央大學Gedung Hongjing 107室
200511/03Kam Kuliah Umum Harmonic functions and topology Prof. Jiaping WangSchool of Mathematics University of Minnesota 下午2:00–3:00 國立中央大學Gedung Hongjing 107室
We will explain some applications of a result of Li and Tam, which relates the harmonic functions to the topology of a complete manifold.

Oktober 20051 kegiatan

200510/18Sel Kuliah Umum [理學院跨學門演講] The Saturnian System as Treasure Island 葉永烜教授 上午 10:00 – 12:00 數學系Gedung Hongjing M-116

September 20051 kegiatan

200509/29Kam Kuliah Umum On a Product formula related to quantum Zeno dynamics Professor Takashi IchinoseDepartment of Mathematical, Faculty of Science,University of Kanazawa, Japan 下午2:00-3:00 國立中央大學Gedung Hongjing 107 室
We prove a product formula which involves the unitary group generated by a semibounded self-adjoint operator and an orthogonal projection P on a separable Hilbert space H, with the convergence in L2_loc(R; H). It gives a partial answer to the question about existence of the limit which describes quantum Zeno dynamics in the subspace Ran(P). The convergence in H is demonstrated in the case of a finite-dimensional P. The main result is illustrated in the example where the projection corresponds to a domain in R^d and the unitary group is the free Schr\"odinger evolution.