M****o
发帖数: 4860 | | C**o
发帖数: 10373 | 2 他有什么贡献
【在 M****o 的大作中提到】
| M****o
发帖数: 4860 | 3 Mathematics
Green has published several important results in both combinatorics and
number theory. These include improving the estimate by Jean Bourgain of the
size of arithmetic progressions in sumsets, as well as a proof of the
Cameron–Erd s conjecture on sum-free sets of natural numbers.
His work in demonstrating that every set of primes of positive relative
upper density contains an arithmetic progression of length three then led to
his breakthrough 2004 work with mathematician Terence Tao now known as the
Green–Tao theorem. This theorem showed that for all n there exist
infinitely many arithmetic progressions of length n in the prime numbers.
Awards and honors
Green received the Clay Research Award in 2004 and the Salem Prize in 2005
for his contributions to combinatorial number theory related to progressions
of primes.
In 2005, he was awarded the Whitehead Prize, an annual award for British
mathematicians in the early stage of their career.[2]
In 2007 he was awarded the SASTRA Ramanujan Prize.
In 2008 he was among the ten recipients of the prestigious EMS prize awarded
every four years only to highly talented young mathematicians who work in
Europe.
In 2010 he was elected a Fellow of the Royal Society, who say "Ben Green is
a rising star, and universally acknowledged as one of the best young
mathematicians in the world."[3]
In 2012 he became a fellow of the American Mathematical Society.[4]
【在 C**o 的大作中提到】
: 他有什么贡献
| z******a
发帖数: 5381 | 4 绿陶定理算不算
【在 C**o 的大作中提到】
: 他有什么贡献
| M****o
发帖数: 4860 | 5 也就这届符合资格了
下届就老了 77年的
【在 z******a 的大作中提到】
: 绿陶定理算不算
| C**o
发帖数: 10373 | 6 可以改户口，改年龄
【在 M****o 的大作中提到】
: 也就这届符合资格了
: 下届就老了 77年的
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