2010年7月7日 星期三

CMPC Student Seminar Series

A group of people from HKUST are holding a series of seminar in different area in undergraduate mathematics.

The topics are mainly from undergraduate,
students who are interested in are welcome.


The first two seminars will start on the next week.

The location are taken place at the Hong Kong University of Science and Technology.
One can go to the HKUST by minibus at Choi Hung MTR Station (Exit C)


Symmetry, Group Theory and Art
By Hoi Luk, (HKU Space)

Date: July 14, 2010. (Wednesday)
Time: 6:00pm-7:30pm
Venue: Room 4504 (near Lifts 25 & 26) , HKUST
Target Audience: Undergraduate who is interested in exploring more about Abstract Algebra



Abstract: This is an introductory talk on Abstract Algebra. Group is a central concept in Abstract Algebra and it plays important roles in Geometry, Topology, ODE and etc. The talk will include the mathematical concept of symmetry, the use of Group in studying symmetry and Wallpaper Groups in Art. It is designed for undergraduate students who are interested in exploring more about Abstract Algebra and it may serve as the motif for those going to take MATH 311 (Algebra I).



Financial Mathematics - The Art of Compromise

By Jeff Tam, (Tokyo Metropolitan University)

Date: July 15, 2010. (Thursday)
Time: 6:30pm-8:00pm
Venue: Room 4504 (near Lifts 25 & 26) , HKUST
Target Audience: Undergraduate with basic quantitative background who is interested in financial mathematics




Abstract: Financial Mathematics has taken the world by storm since its inception during the 80s. In light of the recent financial crisis, the purpose of this talk is to unveil financial mathematics, divulging vital information such as its theoretical foundation, industrial practice, research frontier, etc. Most importantly, where does the "model world" and "reality" meet? What kind of compromise can bring these two together while (hopefully) not sacrificing too much reliability.



For more details on the coming seminars,

please visit http://ihome.ust.hk/~delamath/CMPC/CMPCSem.htm

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