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1.The Power Sum of Lucas Numbers with Subscript Negative Integer Number
下足标为负整数的Lucas数方幂和收藏指正
2.In this paper, the relation among the polynomial in several elements and the periodand linear complexity of the clock controlled sequences over the finite field GF(q)(q=p~a, p≥2 is a prime number, a≥1 is a positive integer number)is discussed.
本文讨论了有限域GF(q)(q=p~α,p≥2为素数,α≥1为正整数)上多元多项式与钟控序列的周期和线性复杂度的关系。收藏指正
3.Dynamic Integer Array Class - This array wrapper class enhances the functionality of an integer array in a number of ways.
这个数组封装器以多种方式提高了一个整数数组的功能。收藏指正
4.The Relationship between Prime and Composite Number as well Positive Integer being a Condition of Prime Number
素数与复合数的关系、正整数是素数的条件收藏指正
5.A positive integer n is called a tau number ifτ(n)|n, whereτis the divisor function. Let T(x) denote the number of tau numbers not exceeding x, Kennedy and Cooper have showed that T(x)=o(x). This paper gives an improvement of this result.
设τ(n)为除数函数,我们将满足τ(n)|n的正整数称为tau nurnber,设T(x)表示不超过x的tau number的个数,Kennedy和Cooper证明了T(x)=O(x),本文将给出这一结果的一个改进。收藏指正
6.The round() method rounds a number to the nearest integer.
方法将数字四舍五入成最接近的整数。收藏指正
7.The round() function rounds a number to the nearest integer.
函数的作用是：对浮点数进行四舍五入取整。收藏指正
8.Where R_I(m,n) is the first Cartan domain in the sense of Loo-Keng HUA, det indicates the determinate, Z indicates the conjugate and transpose of Z, r,m, and n are positive integer numbers, K is a positive real number.
Y_I(r，m，n；K)={w∈C~r，Z∈R_I(m，n)：‖w‖~(2K)＜det(I-Z~(?) ~t)，K＞0}，这里R_I(m，n)表示华罗庚意义下的第一类Cartan域，其中det表示行列式，(?)收藏指正
9.In this paper,the author has proved that the Diophantine y(y+1)(y+2)(y+3)=nx(x+1)(x+2)(x+3) has no integer solutions when n=13~(2k),k is a natural number .
本文用初等方法证明了不定方程y(y+1)(y+2)(y+3)=nx(x+1)(x+2)(x+3)在n=13~(2k)(k为自然数)时无解.收藏指正
10.For a fixed positive integer k,if n satisfies f(n)=kn,then n is called a k fold S-perfect number.
对于正整数k,若n适合f(n)=kn,则称n是一个k重S-完全数.收藏指正
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