正整数

The discussion is based on some property of arithmetic function.

为了判断整数是否为亲和数，在讨论数论函数性质的基础上，找到一种验证一个整数是否是亲和数的方法，从而给出了f=x2x+1不与任何正整数构成亲和数的结论，这里x为偶数，即关于y的方程σf(x=σ=f+y不存在正整数解。

We studied the asymptotic properties of the integer part of the k-th root positive integer and gave an interesting asymptotic formula.

研究了一个关于正整数κ次根的整数部分序列的均值，并利用初等的方法得到了一个有趣的渐近公式： 3。

This function is not a practical exponentiation routine, since it handles only positive powers of small integers, but it's good enough for illustration.

该函数并非一个实用的求幂函数，它只能处理较小的整数的正整数次幂，但这对于说明问题己足够了。

An infinite sequence of possitive integers is called an "alpha sequence"if the number of even integers in the sequence is finite .

如果在某个数列中偶整数的数量是有限的，则一个正整数的无限或无穷大数列被称为aplha数列。

Theorem 2.1.2 Let F be a family of holomorphic functions in a domain D , k (≥2) and p be positive integers, and let K be a positive number.

定理2.1.2设F为区域D内的一个全纯函数族，k (≥2)是一正整数，p是一正整数， K为一正数。

The so-called indeterminate equation is the solution in the range of integers, positive integers, rational numbers or integers of the equation or algebraic equations, whose unknowns are usually more than the number of equations ...

所谓不定方程是指解的范围为整数、正整数、有理数或代数整数的方程或方程组，其未知数的个数通常多于方程的。。。

The order of Fibonacci proper fraction: The row/column of the partition table is, even more amazing, exactly the order when sorting the Fibonacci proper fraction with fixed denominator/numerator.

二 正整数的分割。所有的移动步骤将正整数做了一个新的分割；此分割模k之后有良好的循环性质。费波那契真分数的排序。

An integer is a whole number, and can have a positive (1, 2, 3) or negative (-1,-2,-3) value.

整数是一个整数，而且可以有正整数（1，2，3）或者负整数（-1，-2，-3）。

This is basic andit has many applications in the theory of diophantine equations.

并证明了，该D为给定正整数，〓且非平方数，则〓〓，其中k、l过所有适合kl=D的正整数，中有且仅有一个方程有解，这一在不定方程中有许多应用的基本结论。

Bytes : an unsigned, little-endian 32-bit integer with the length of this chunk ( except this field itself and the chunk identifier).

位元组： little-endian 32-bit 正整数，表示本区块的长度这个正整数本身和区块识别字的长度不算在内）。

But we don't care about Battlegrounds.

但我们并不在乎沙场中的显露。

Ah! don't mention it, the butcher's shop is a horror.

啊！不用提了。提到肉，真是糟透了。