Saturday, September 23, 2006

B71 #6: MacArthur Foundation (message from CY Lam)

Terry Tao, son of classmate Grace Leung, has been elected a Fellow of the MacArthur Foundation, just weeks after the Fields Medal.

Follow the link: http://www.macfound.org/site/c.lkLXJ8MQKrH/b.2070789/apps/nl/content2.asp?content_id={6DBB4260-1605-496C-8311-36328C702E50}&notoc=1

Congrutulations to the Taos!

Chiu Ying

2 comments:

Edward Sin said...

Today is Sept 27, 2006. I read the article about Terence Tao.

In the article, it said that "Tao offered a proof of the longstanding conjecture that there exist arbitrarily long arithmetic progressions consisting only of prime numbers."

Two ideas came to my mind:
a) Where are our mathematics classmates (those who studied 8 papers mathematics)? What status are they in? Possibly we should enlarge our circle to include them.
b) I thought that prime numbers do not have fixed patterns, although the last digit can only be 1, 3, 7 and 9. how can there be an arithmetic progression consisiting only of prime numbers? Can Grace Leung enlighten us using our BSc layman language?

Edward Sin said...

Today is October 6 (lunar August 15).

I am pleased to report that Grace Leung's reply dated Sept 28 gives the following helpful hint:

please read the example quoted in the following article (5th paragraph).

http://www.icm2006.org/dailynews/fields_tao_info_en.pdf