sub plan number 2 for this group

[Liu]

I am pretty glad that it seems I can finish my sub-plan number one in
time, though there is apparently no one else working with me this
time. But I am still very confident, because there are dozens of sub-
plans waiting ahead in the next a few months. The importance of
manifestation can’t be emphasized enough. I believe that only when you
try to write mathematics down can you truly understand it. I guess
maybe Mr. Akhil Mathew will agree with me on this point, because what
he does on his own blog recently need so much persistence. I send him
my compliment here.

Since I have covered several chapters of Complex Analysis, I decide to
do a qualifying exam on analysis of UCLA. I call this sub-plan number
2. It is very convenient that UCLA provides past several years’
qualifying examinations at the following URL:

http://www.math.ucla.edu/grad/handbook/hbquals.shtml

I have uploaded the one on spring 2009 to the group. Anyone can feel
free to download it. I’m afraid that I am not sure how much time this
will cost, for maybe what I have already learned is not enough to deal
with this exam. But once I finished it, I will write a post on my own
blog, just like before.

There are totally 12 problems, which, of course, should all be done,
since we don’t have time limitation.

Once again, don't foeget that anyone can make plans here.

[Haoyuan Li]

Since the group have the plan to learn the complex analysis these days . I highly recommend the book viusal complex analysis. Though the book written by the Stein is already the classical one .But this book approaching the complex analysis in a more geometric way which have been a standard text for many university .

2009/11/12 Liu <lxc...@gmail.com>

--
Best,
Haoyuan

Which knot is a knot, which knot is not an unknot?

Math & Applied Math
Math Department

Renmin University of China
59 Zhongguancun Street, Haidian District, Beijing 100872, China

[Liu]

I got one copy of this book you recommended. It seems really nice.

On Nov 13, 5:03 pm, Haoyuan Li <friedrich.haoyua...@gmail.com> wrote:
> Since the group have the plan to learn the complex analysis these days . I
> highly recommend the book viusal complex analysis. Though the book written
> by the Stein is already the classical one .But this book approaching the
> complex analysis in a more geometric way which have been a standard text for
> many university .
>

> 2009/11/12 Liu <lxc1...@gmail.com>