----------------------------------------------------------------------- z'Ran Yu希望通过 Google 的一些最炫

----------------------------------------------------------------------- zhuoran yu希望通过 Google 的一些最炫的新

----------------------------------------------------------------------- zhuoran yu希望通过 Google 的一些最炫的新

I will spend some time on Chapter six: “uniform spaces” of the book “General topology” written by

Liu, Welcome back. Kevin Zhang On Mon, Feb 8, 2010 at 11:39 AM, Liu <lxc...@gmail.com> wrote:

I am very interested in learning more about Kakeya set. The last chapter of the book introduces the

I am at the point of reading the last chapter of the book “complex analysis” by Elias Stein and Rami

I will start my study of the book “real analysis” by Elias Stein and Rami Shakarchi. This plan is

I will continue to read E.Stein and R. Shakarchi's book “complex analysis”, hoping to finish it

I just finished the first reading of Chapter 8: ”Conformal mappings”. The theory is centered with

I will spend some time on Chapter six: “uniform spaces” of the book “General topology” written by

I finally finished reading the first section of Chapter two of the book:”Algebraic topology” written

It seems GFW has blokaded Google Group. It's very sad...

I got one copy of this book you recommended. It seems really nice. On Nov 13, 5:03 pm, Haoyuan Li

There are this time two sub plans for me to cover. Sub plan on general Sum set estimates Chapter two

p-adic numbers are very funny. It seems quite strange because of the non-Archimedean metric. Two

I have met p-adic numbers once, when I was learning the Banach-Tarski theorem. I read this post at

Akhil, yeah, you are good.I almost finish reading the proof. In order to prove the non-vanishing of L

I am very sorry, that, for another time I failed my plan. Application is a tedious journey. It takes

Page 4 to page 8 of Hatcher's book is a great introduction to CW complex. Several examples are

I am pretty sad that I can't finish my subplan number three, althoug I actually finished reading

Due to some personal affairs, I don't have much time to finish my plan this week. I will try my

In reponse to Liu's plan for Fields and GaloisThoery, I recommend Chpter 5 of Hungerford's

Regarding the prime number theorem, there is a very nice article by Zagier in the Monthly that gives

Thank You! 2009/11/12 Liu Xiaochuan <lxc...@gmail.com> yeah, already sent the invitation. On

There is an important identity in complex analysis. I made a summary on the three proofs in one post

The materials in Stein's book is greatly arranged, the connections between chapters helping the

Yeah, that's right. I didn't make it very strictly. Thanks for your comment. I will modify it

Lemma 5.5 is proved in order to get Hadamard's factorization theorem. It itself is quite natural

什么意思? 2009/11/9 James ZM Gao <gao...@gmail.com>: > 可以加上标签~ -- Xiaochuan Liu lxc1984@gmail.