huonw.github.io
Announcing Primal: Putting Raw Power Into Prime Numbers | Huon on the internet
http://huonw.github.io/blog/2015/06/announcing-primal
Huon on the internet. Announcing Primal: Putting Raw Power Into Prime Numbers. By Huon Wilson — Published 08 Jun 2015. Over the past few weeks I’ve been working on improving my. Library, culminating in needing rename and the 0.2 release of. A Rust crate for computing properties of prime numbers with state-of-the-art algorithms. While still maintaining an idiomatic and easy-to-use interface. There are {} primes below 1 billion". Some of the first programming I did was Project Euler. It includes a highly o...
radiusofcircle.blogspot.com
October 2016
http://radiusofcircle.blogspot.com/2016_10_01_archive.html
Saturday, 29 October 2016. URL shortener with python and flask - chapter 1 - Installations. Saturday, October 29, 2016. In this chapter we will make some important installations. We will use these modules and softwares in the upcoming chapters. I am assuming that you are beginner and so we will start with python installation. Friday, 28 October 2016. URL shortener with python and flask- Chapter 0 - Introduction. Friday, October 28, 2016. In this tutorial series, we will use flask. Tuesday, 25 October 2016.
re-factor.blogspot.com
Re: Factor: Genuine Sieve of Eratosthenes
http://re-factor.blogspot.com/2015/06/genuine-sieve-of-eratosthenes.html
Factor: the language, the theory, and the practice. Monday, June 8, 2015. Genuine Sieve of Eratosthenes. Iain Gray posted on the mailing list. About a paper called the Genuine Sieve of Eratosthenes. By Melissa O'Neill, a Professor of Computer Science at Harvey Mudd College. It begins with a discussion about some clever looking Haskell code that is just trial division. And not the Sieve of Eratosthenes. As a followup to the three versions that I posted about recently. And filter the next. 2 3 5 7 } product.
huonw.github.io
Blog | Huon on the internet
http://huonw.github.io/blog
Huon on the internet. See selected articles, grouped by topic. Myths and Legends about Integer Overflow in Rust. The primitive integer types supported by CPUs are finite approximations to the infinite set of integers we’re all used to. This approximation breaks down and some computations will give results that don’t match real integers, like. 255 u8 1 = 0. Often, this mismatch is something the programmer didn’t think about, and thus can easily result in bugs. Memory Leaks are Memory Safe. The crate now w...
talknumber.blogspot.com
論數: 2015/01
https://talknumber.blogspot.com/2015_01_01_archive.html
這裡有一系列文章詳盡解釋set theory和infinite,現羅列如下:. 65288;仲未完,有新文章會繼續加落下面). 三、 摧毀傳統集合論的重磅炸彈 — 羅素詭論. 四、 挽救羅素詭論的藥方—分割公設. 五、 建構所有自然數的神奇魔術師—聯集公設. 六、 太上老君的葫蘆—無限公設. 八、 如何打造「測量」集合的武器? 九、 為什麼有理數和自然數一樣多? 十二、 為什麼宇集不存在? 十八、 優雅的等式〡R〡=〡P(N)〡=〡2 N〡. Solving an Unsolvable Math Problem. 是張益唐教授的專訪,當中側重教授的成長故事多於數學。其中最有趣的是在他大學時期,他的興趣在Number theory,但被迫主修Algebraic geometry。只能無奈說,這就是中國。 有買趁手系列第二擊,《 calculus DeMYSTiFieD. 12299;[PDF],快手download咗先。 所有大於2的Prime number mod 4後,只會餘1或餘4,那麼餘1的多些還是餘4的多一點呢? 12298; Prime Number Races. 問題係,一般咖...
re-factor.blogspot.com
Re: Factor: June 2015
http://re-factor.blogspot.com/2015_06_01_archive.html
Factor: the language, the theory, and the practice. Friday, June 19, 2015. Generic that is used to test an integer to see if a particular bit is set. When operating on fixnum. Integers, this is implemented by the. Have instructions for performing a Bit Test. Is available. Below, we are going to implement a compiler intrinsic. In the hopes of speeding up this operation in Factor. Based on our CPU:. On x86 (returning a boolean using a temporary register and the CMOVB instruction. To check the carry flag.
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