線性代數方法在圖論中的應用
Linear Algebra Methods in Graph Theory
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侯耀平教授
Prof. Yaoping Hou
湖南師範大學
Hunan Normal University, Changsha
(Poster)
(Photo)
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| Date: |
12 January 2016 (Tuesday) |
| Time: |
11:30am
- 1:00pm (Preceded by Reception at 11:00am) |
| Venue: |
OEE 601-603, Oen Hall Building (East Wing),
Ho Sin Hang Campus, Hong Kong Baptist University
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| Medium: |
Chinese (普通話) |
摘要
線性代數是大學數學的重要內容之一，當中有不少概念和方法，如行列式、
特徵值、特徵向量等，頗具應用價值。圖論是與實際生活聯繫最密切的數學分支之
一，它在自然科學、社會科學等各個領域都廣泛應用。本講座將通過一些生活中的
實例來說明線性代數的概念和方法在解決相關圖論問題的應用。
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Abstract
Linear algebra is one of the most important courses of undergraduate. The
graph is a mathematical abstraction of many real-world situations. It plays an important role in
many fields of natural and social science. In this talk, the concepts and methods of linear algebra,
such as determinants, eigenvalues and eigenvectors, with applications in solving problems
of graph theory are discussed.
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All
are welcome |
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