| 释义 |
prime numbers短语⁴⁰³¹⁵
基本例句
素数原型primenumber的复数 A contemporary theory of autism systematizing states that these children are more sensitive to regularities within a system for example, prime numbers, computer programmes and train timetables.
当代孤独症的理论系统分类法认为，这些孤独症孩子对世界上有规律的事物更敏感比如，质数，计算机程序以及列车时刻表等。 yeeyan
For the purposes of describing where to put the probes, we're going to look at a simple program for determining prime numbers.
为了说明把探测放在什么地方，我们来看一个用于判断素数的简单程序。 ibm
It creates a thread that enumerates prime numbers until it is interrupted and allows the thread to exit upon interruption.
清单 5创建一个线程，该线程列举素数，直到被中断，这里还允许该线程在被中断时退出。 ibm
When it comes to prime numbers— like5 or7 or11— he draws monsters that can't be broken up.
说到素数——如5、7、、11——他画了不可分解的怪兽。 yeeyan
For example, the Pyrex home page prominently features a numeric-intensive function for calculating a list of initial prime numbers.
例如， Pyrex主页上使用一个计算素数列表的数学函数来宣扬这个特性。 ibm
Guide the Number Muncher to all the prime numbers.
引导数字大嘴巴到所有的质数。 launchpad
Help the students to understand the essence of prime numbers and sum numbers. Learn the way to judge a number a prime number or a sum number.
使学生理解质数，合数的意义，掌握判断一个数是质数还是合数的方法。 gd
However, one can find such a pair of prime numbers, if any, for a given even number.
但是，如果对于给定的一个偶数，存在这样一对素数的话，人们是可以找到的。 programfan
In particular, they have demonstrated that, on average, there are as many prime numbers for which the sum of decimal digits is even as prime numbers for which it is odd.
特别地，他们证明了在平均的意义上，各位数字和是偶数的素数跟数字和是奇数的素数一样多。 yeeyan
Introduce Goethbach's Guess: Any even number larger than4 can be the sum of two prime numbers.
介绍歌德巴赫猜想：任何一个大于4的偶数， 都可写成两个质数的和。 gd
It is easy to find examples in the theory of prime numbers.
很容易在关于质数的理论中找到例子。 douban
Number theory, once thought an esoteric discipline concerned with curious properties of prime numbers, turns out to form the underpinnings of modern cryptography.
过去大家认为，数论是一个诡秘的数学领域，专门研究质数的奇异性质，如今它却成为现代密码学的基础。 wordpedia
Numerous arithmetical problems concern prime numbers and most of them still remain unresolved, sometimes even after several centuries.
大量的数论问题都跟素数相关，它们中的大部分仍然悬而未解，有些甚至过了几个世纪依然无法攻克。 yeeyan
Thanks to the ancient Greek mathematician Euclid, we know that there are prime numbers out there with as many digits as we want.
跟据古希腊数学家欧几里德的理论，我们知道，我们可以找到拥有任意多位数的素数。 yeeyan
This article has introduced some common basic natures of prime numbers, and has discussed other non- common natures and theorems of prime numbers.
本文介绍了素数的一些基本性质，并探讨了素数的一些其他非常见性质与定理。 dictall |