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H. Timothy Choi
As the night approached, a
ruddy
glow
appeared in the sky and no wind was blowing.
En garde to confront beezillas in the garden.
Department of Mathematics
University of California, Irvine
Irvine, CA 92697-3875
or

http://math.uci.edu/~tchoi
RH 540M
(949) 824-5390
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I am a candidate for the Ph.D. program. I graduated from UCSD
(2002) with B.A. degree in mathematics. I am studying number theory and a part of
UCI Number Theory group.
Number theory is a branch of mathematics which studies integers with
whatever tools available in mathematics. Their problems, whether solved or
unsolved, often look naively easy to understand so that anyone with sound
math background can start working on some cases to verify validity of the
assertions, but it, most of time, is pretty scary how complicated their
development towards the solutions become or will become.
However, not every number theory problem requires the most sophisticated
arguments in mathematics. P. Erdös' proof of the theorem regarding counting
prime numbers is such an example for which he only used elementary methods to prove. By the way, my
Erdös number is 3.
Among some mathematicians number theory is believed to be the queen of mathematics,
which was once quoted by the prince of mathematics, C. F. Gauss.
My personal interest includes parables told by Jesus among other things,
and my hobby is to study differential geometry.
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