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2-2.tex
\documentclass{article}
\oddsidemargin=0cm
\evensidemargin=0cm
\textwidth=14.8 true cm
\textheight=23.2 true cm
\def \x{{\mbox{\boldmath $x$}}}
\def \y{{\mbox{\boldmath $y$}}}
\def \a{{\mbox{\b
2-2.c
#include
int main( )
{
short int i;
int j;
long int k;
int a, b, c;
a = sizeof(i);
b = sizeof(j);
c = sizeof(k);
printf("a is %d\n", a);
printf("b is %d\n", b);
2_2.htm
§2.2 递推关系
利用递推关系进行计数这个方法在算法分析中经常用到,举例说明如下:
例一.Hanoi问题:这是个组合数学中的
2.uv2
### uVision2 Project, (C) Keil Software
### Do not modify !
Target (Target 1), 0x0000 // Tools: 'MCS-51'
Group (Source Group 1)
File 1,2, 0x0
File 1,1,
2-2.asm
.sect "vectors"
.ref start
.ref DMAINT0
.ref TIMERINT1
RESET_RST:
B IRP
NOP
NOP
NOP
NOP
NOP
NOP
NOP
NMI_RST: