我们都知道,如果想对int型变量清极大值或极小值,我们一般选择memset(a,0x3f,sizeof a);或者memset(a,0xef,sizeof a);。然而,如果对double型清0x3f,我们经常会得到一个连1都不到的小数。那么对double清极值是否智能手动或者fill(a+1,a+n,0x7fffffff);呢?
首先我们运行以下程序
#include<cstdio> #include<cstring> #include<iostream> #include<algorithm> using namespace std; int main() { double x; freopen("1.txt","w",stdout); for(int i=1;i<=0xff;i++) memset(&x,i,sizeof x),printf("%x %.2lf\n",i,x); }
得到这个表:
1 0.00
2 0.00
3 0.00
4 0.00
5 0.00
6 0.00
7 0.00
8 0.00
9 0.00
a 0.00
b 0.00
c 0.00
d 0.00
e 0.00
f 0.00
10 0.00
11 0.00
12 0.00
13 0.00
14 0.00
15 0.00
16 0.00
17 0.00
18 0.00
19 0.00
1a 0.00
1b 0.00
1c 0.00
1d 0.00
1e 0.00
1f 0.00
20 0.00
21 0.00
22 0.00
23 0.00
24 0.00
25 0.00
26 0.00
27 0.00
28 0.00
29 0.00
2a 0.00
2b 0.00
2c 0.00
2d 0.00
2e 0.00
2f 0.00
30 0.00
31 0.00
32 0.00
33 0.00
34 0.00
35 0.00
36 0.00
37 0.00
38 0.00
39 0.00
3a 0.00
3b 0.00
3c 0.00
3d 0.00
3e 0.00
3f 0.00
40 32.50
41 2261634.51
42 156842099844.52
43 10843961455707782.00
44 747708026454360460000.00
45 51429126632076458000000000.00
46 3529536965341344500000000000000.00
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80 -0.00
81 -0.00
82 -0.00
83 -0.00
84 -0.00
85 -0.00
86 -0.00
87 -0.00
88 -0.00
89 -0.00
8a -0.00
8b -0.00
8c -0.00
8d -0.00
8e -0.00
8f -0.00
90 -0.00
91 -0.00
92 -0.00
93 -0.00
94 -0.00
95 -0.00
96 -0.00
97 -0.00
98 -0.00
99 -0.00
9a -0.00
9b -0.00
9c -0.00
9d -0.00
9e -0.00
9f -0.00
a0 -0.00
a1 -0.00
a2 -0.00
a3 -0.00
a4 -0.00
a5 -0.00
a6 -0.00
a7 -0.00
a8 -0.00
a9 -0.00
aa -0.00
ab -0.00
ac -0.00
ad -0.00
ae -0.00
af -0.00
b0 -0.00
b1 -0.00
b2 -0.00
b3 -0.00
b4 -0.00
b5 -0.00
b6 -0.00
b7 -0.00
b8 -0.00
b9 -0.00
ba -0.00
bb -0.00
bc -0.00
bd -0.00
be -0.00
bf -0.12
c0 -8577.51
c1 -595821443.51
c2 -41255400998277.52
c3 -2848394305499268600.00
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c5 -13476555094338099000000000000.00
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ff -1.#R
看了这么大的表,不难发现,对于double型变量,当我们想要清极大值的时候,我们可以选择0x7f,当然如果觉得这个数字过于夸张,我们可以选择0x42或者0x43。同样,想清最小值的时候,可以选择0xfe或0xc2。