It's just, I never connect this two concepts and when someone points it out I just feels like, WOW

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So decomposing an algebraic sets into irreducible components is corresponding to intersecting minimal prime ideals and get the radical ideal.
OMG this is so beautiful

All of the professors encouraged us to do as many exercises as we can, but we just have 24 hours a day.
Seriously, I never expected my graduate life to be this busy.

Having watched Ph.D. students succeed and fail at four universities, I infer that success in graduate school hinges on three qualities: perseverance, tenacity and cogency.

matt.might.net/articles/succes

8/22 NA 

- [AlWi] Intro to Alg. Number Theory
1.1

Goal for next day:
[AlWi]Chapter 1.2-1.5.

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New semester starts next week, so I'm going to track my study progress from now on.

Here's some available solution of Hartshorne's GTM 52, Chapter 1:

math.berkeley.edu/~ceur/notes_
Ch1-5, part

math.berkeley.edu/~reb/courses
Ch1 and part of Ch4

I found a collection of solutions on github but it seems that it is invalid now. But I think I can always count on mathstackexchange ;)

wikipedia says "I don't know", that's when you know you are an expert😎

And you go to stack exchange instead.

Changed my avatar from an elegant woman to a distressed DT because I'm distressed and frustrated now.
I will finish my note tomorrow (hopefully.

Matrices, easy to look, hard to calculate, ridiculous to latex.

Wierd Fact: I never consider linear algebra as algebra until Lie Algebra.

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