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March | 2014 | Aquazorcarson's Blog

https://aquazorcarson.wordpress.com/2014/03

Just another WordPress.com site. Monthly Archives: March 2014. The coming era of big papers. March 8, 2014. Today we have big data science, that laughs at the old statisticians for data overfitting. Tomorrow, I envision we will have big papers. In fact I am already seeing such a trend. Latex files are nowadays modularized into sections, not … Continue reading →. Reading, innovation, and meaning of life. Living, smart and strong. Sanity check Vowpal Wabbit. On Friendship is costly.

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June | 2014 | Aquazorcarson's Blog

https://aquazorcarson.wordpress.com/2014/06

Just another WordPress.com site. Monthly Archives: June 2014. June 9, 2014. Another wisp of wisdom to save someone’s late night hacking: 1. Pig is not good with class casting, for instance from bytearray to chararray (String).So it’s always best to be as explicit as one can. For instance, in the ETLProjector, … Continue reading →. June 8, 2014. Some Grunting Moments (and late night hacking on apache pig). June 7, 2014. Reading, innovation, and meaning of life. Living, smart and strong.

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March | 2015 | Aquazorcarson's Blog

https://aquazorcarson.wordpress.com/2015/03

Just another WordPress.com site. Monthly Archives: March 2015. March 26, 2015. It turns out the central quote of my last diary entry had unknown origin in Buddhism as well, at least according to a recent app I downloaded that preaches daily buddhist wisdom. Given my inability to assimilate into Judeo-Christian philosophy, … Continue reading →. Inspired by a quote. March 22, 2015. Reading, innovation, and meaning of life. Living, smart and strong. Sanity check Vowpal Wabbit. On Friendship is costly.

4

May | 2015 | Aquazorcarson's Blog

https://aquazorcarson.wordpress.com/2015/05

Just another WordPress.com site. Monthly Archives: May 2015. To be desired in 2015. May 25, 2015. This morning I struggled with some logical puzzle as usual. Then I thought, well maybe an easier task is to simply be an observer and list the desirable things in life. So here they are: 1. wireless chargers to clean … Continue reading →. Oh dear politics and how to survive in a non-Spartan environment. May 21, 2015. May 11, 2015. Reading, innovation, and meaning of life. Living, smart and strong.

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Aquazorcarson's Blog | Just another WordPress.com site | Page 2

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Just another WordPress.com site. Newer posts →. May 11, 2015. Int * array = malloc(1000 * sizeof(int) ;. 另外在数学中的分析领域,很多牛逼定理的证明靠的都是大分析师如Jean Bourgain之流在恰当的时刻信手拈来几个大得离谱的常数作为脑海里的航标,才使其证得酣畅淋漓,游刃有余,同时也把那些只会逐字逐句校验而无法心神意会的初学者给拒之门外,用恫吓式证明(proof by intimidation)的方式告诉他们,你们还太嫩。 March 26, 2015. Inspired by a quote. March 22, 2015. Pig as a dataflow programming language is aptly named to reflect its multitude of despicable idiosyncrasies. I have been doing a lot of the following control flow idioms:. The hard part ab...

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Alex Youcis « Abstract Nonsense

https://drexel28.wordpress.com/author/drexel28

Crushing one theorem at a time. How to Interpret “References”. Hey everyone. It’s been a fair bit of time since I last posted here. Since then, a lot of things have happened. Most relevant for this blog, I graduated UMD and started attending the University of California, Berkeley. I recently decided that I wanted to start blogging again. Instead of posting on Abstract Nonsense again, I thought I would start a new blog: Hard Arithmetic. If you are interested, you should come and take a look. March 12, 2014.

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One interesting thing: Average polynomial time algorithms | Quasi-Coherent

https://abagoffruit.wordpress.com/2013/11/24/one-interesting-thing-average-polynomial-time-algorithms

Math, teaching, veganism, atheism, chess, books, and rants. One interesting thing: Erdős Rényi random graphs. Exchange sacrifices galore →. One interesting thing: Average polynomial time algorithms. November 24, 2013. For the most part, then, the amount of time it takes to run the program depends on how complicated the particular instance of the problem is. We’ll measure that in terms of the number of characters needed to enter it. So, we can ask how long it takes to determine if an. For doing it). B...

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December | 2013 | Quasi-Coherent

https://abagoffruit.wordpress.com/2013/12

Math, teaching, veganism, atheism, chess, books, and rants. Monthly Archives: December 2013. One interesting thing: Counting skew ternary trees. December 15, 2013. On Monday, I attended Don Knuth’s annual Christmas Tree Lecture, where he talks about the most interesting thing he has learned about trees in the past year. This year, he talked about ternary trees and planar graphs. Among other things, … Continue reading →. December 7, 2013. Why didn’t Euler conjecture the prime number theorem?

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Exchange sacrifices galore | Quasi-Coherent

https://abagoffruit.wordpress.com/2013/12/07/exchange-sacrifices-galore

Math, teaching, veganism, atheism, chess, books, and rants. One interesting thing: Average polynomial time algorithms. One interesting thing: Counting skew ternary trees →. December 7, 2013. Simon Rubinstein-Salzedo (2037) vs. Julian Lin (2106). 1 e4 c5 2. Nf3 d6 3. d4 cxd4 4. Nxd4 Nf6 5. Nc3 a6 6. Be3 e5 7. Nb3 Be6 8. f3. Be7 9 Qd2 O-O 10. O-O-O Qc7 11. Kb1. 11…Nbd7 12. Qf2. But I still didn’t play g4 immediately, because I wanted to stop black from playing Nb6 first. 12…Rfc8 13. g4 Qd8. An interesting ...

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February | 2013 | Quasi-Coherent

https://abagoffruit.wordpress.com/2013/02

Math, teaching, veganism, atheism, chess, books, and rants. Monthly Archives: February 2013. On (Not) Learning Things. February 17, 2013. I have to learn new things constantly in order to keep myself entertained. I’m rarely interested in doing things that don’t allow me to learn, and when I look back at things I have done that don’t teach me anything, … Continue reading →. Why didn’t Euler conjecture the prime number theorem? One interesting thing: Counting skew ternary trees. Mathematics in ….

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February | 2015 | Quasi-Coherent

https://abagoffruit.wordpress.com/2015/02

Math, teaching, veganism, atheism, chess, books, and rants. Monthly Archives: February 2015. February 17, 2015. I hadn’t played a tournament since May, when I had a disastrous tournament and lost four games before withdrawing in disgust. My tournament this weekend was mostly mediocre, except for one game, in which I scored my first win against … Continue reading →. Why didn’t Euler conjecture the prime number theorem? One interesting thing: Counting skew ternary trees. Mathematics in ….

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Defeating an IM | Quasi-Coherent

https://abagoffruit.wordpress.com/2015/02/17/defeating-an-im

Math, teaching, veganism, atheism, chess, books, and rants. Why didn’t Euler conjecture the prime number theorem? February 17, 2015. Simon Rubinstein-Salzedo (2060) vs. IM Ray Kaufman (2354). 1 e4 e5 2. Nf3 Nc6 3. d4 exd4 4. Nxd4 Nf6 5. Nxc6 bxc6 6. Bd3. Previously, I had played the main line of the super-sharp Mieses variation of the Scotch, which goes 6. e5 Qe7! Not Nd5) 7. Qe2 Nd5 8. c4 and black plays either 8…Nb6 or 8…Ba6. The game could continue something like this. Okay, 8. Nc3 is more natural...

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One interesting thing: Erdős–Rényi random graphs | Quasi-Coherent

https://abagoffruit.wordpress.com/2013/11/17/one-interesting-thing-erdos-renyi-random-graphs

Math, teaching, veganism, atheism, chess, books, and rants. One Interesting Thing: The preponderance of 2-groups among finite groups. One interesting thing: Average polynomial time algorithms →. One interesting thing: Erdős Rényi random graphs. November 17, 2013. And we choose some positive integer. Then, we draw. Vertices. Between each pair of vertices, we put an edge there with probability. In particular, are they likely to be connected? The answer is that it depends on how large. We have the following:.

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March | 2014 | Quasi-Coherent

https://abagoffruit.wordpress.com/2014/03

Math, teaching, veganism, atheism, chess, books, and rants. Monthly Archives: March 2014. Why didn’t Euler conjecture the prime number theorem? March 9, 2014. It shouldn’t have been too hard, based on what he knew. Let us take a look. Euler knew that the sum of reciprocal primes diverged, and he even knew the growth rate of , where the sum is taken only … Continue reading →. Why didn’t Euler conjecture the prime number theorem? One interesting thing: Counting skew ternary trees. Mathematics in ….

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