本文研究非线性自治大系统$\\frac{{{\\rm{d}}{{\\rm{x}}_{\\rm{i}}}}}{{{\\rm{dt}}}}=\\sum\\limits_{{\\rm{i}}=1}^{\\rm{r}} {{{\\rm{f}}_{{\\rm{ij}}}}({\\rm{xj}})({\\rm{i}}=1, \\ldots,{\\rm{r}})} $这里,xi∈Rni,fij∈C(Rnj,Rni,fij(o)=0,得到保证其零解为全局一致渐近稳定的充分条件(见定理1)

#include void maino nta3[4}={1,2,34},{5,6,7,8},{19,10,11,12}} int b4 3), i,j printf“转置前的数组为:Ⅶn\)

#include #include void maino FILE* fp long i if(fp=fopen(\e: M\\alphabet txt\, rb\)=NULL printf(\文件打开时出错!in\)

#include #includestime. h> void main( int i right=0, error int x, y, op, result, input srand(time(NULL))

Flying there is not half the fun I. Basic listening Practice I Script M: would you prefer a window or an aisle seat, madam? W: Aisle, please. If there's none left, then a wind. w seat is Ok. But I don't like middle seats。 Q: what is the order of the womans preference? C: aisle-wingdow-minddle

一、单项选择题(本大题共15小题,每小题2分,共30分)在每小题列出的四个选项中只有一个是符合题目要求的,请将其代码填在题后的括号内。错选或未选均无分 1.下面程序段的时间复杂度是() for(i=-0; i