1) smallest positive integer
最小正整数
1.
Problem of the smallest positive integer related to Gaussian integer;
一个关于高斯整数的最小正整数问题
2) least positive integer solution
最小正整数解
1.
Giving a criterion of the least positive integer solution to general binary quadratic Diophantine equation, and the least positive integer solution to several binary quadratic Diophantine equations and Pell equations, generalizing two results in and .
给出一般二元二次不定方程最小正整数解的一个判定准则 ,确定了几类二元二次不定方程和Pell方程的最小正整数解 ,推广了 [1 ]、[2 ]中的两个结
3) miniinteger solution
最小整数解
1.
In order to solve the miniinteger solution of Pell equations,we give algorithm of the Maple by using the continued fraction and also get the general program.
利用连分数的性质从理论上对Pell方程的最小整数解给出了一种算法,并利用Maple数学软件给出了用相应的求解Pell方程最小整数解的通用程序。
4) minimum positive real number
最小正实数
1.
The paper finally concluded that φwas the minimum positive real numberof 0,π/2·q/p·π/2(q/p as airreducible proper fraction) and otber four cases.
本文探讨如何找最小正实数k,使f(x)=sin(kx+)在任意两个整数间至少有一个最大值1与一个最小值-1,导出了函数f(x)的周期T与f(x)具有上述性质的关系,然后把问题简化为在0≤φ≤π/2的范围内讨论,并得出了φ为0,π/2,q/p·π/2(q/p为既约真分数)及其它四种情况的最小正实数k。
5) Integer least square
整数最小二乘
6) the most predigest positive integer coefficient solution
最简正整数系数解
补充资料：正整数
即“自然数”(1159页)。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条