题目:窗口

描述:

【问题描述】

给你一个长度为N的数组,一个长为K的滑动的窗体从最左移至最右端,你只能见到窗口的K个数,每次窗体向右移动一位,如下表:

Window position Min value Max value
[1 3 -1] -3 5 3 6 7 -1 3
1 [3 -1 -3] 5 3 6 7 -3 3
1 3 [-1 -3 5]3 6 7 -3 5
1 3 -1 [-3 5 3] 6 7 -3 5
1 3 -1 -3 [5 3 6] 7 3 6
1 3 -1 -3 5 [3 6 7 ] 3 7

你的任务是找出窗口在各位置时的max value,min value.

输入格式:

第一行n,k,第二行为长度为n的数组

输出格式:

第一行每个位置的min value,第二行每个位置的max value

样例


window.in
8 3
1 3 -1 -3 5 3 6 7

window.out
-1 -3 -3 -3 3 3
3 3 5 5 6 7

数据范围:

20%:n≤500; 50%:n≤100000;
100%:n≤1000000;

这道题有一点难度,首先数据规模比较大,再有对于内存来说也要稍加注意,具体写法如下分析:

算法一:大暴力

预计得分:20

分析:

暴力……貌似不用解释……直接两重循环查找,但是时间复杂度最坏为$O(N2/2)$左右,从数据上来看,20分稳拿,但是数据一大,就不好说了……RP极好时30分,没什么分析的意义。

算法二:RMQ

预计得分:100

分析:

第一步:内存压缩

100 0000级的数据处理,对RMQ来说,也是略有压力(总比暴力强)……而且需要计算一下内存。两个数组存储,log2100 0000约为20,即开两个20*100 0000的数组,再加上之前100 0000的数据,总共内存为312MB左右,爆M了……所以,必须优化!!!首先,两个数组完全可以开成一个,先剩一半内存,然后再将存初始数据的数组去掉(但我提交时没有去,反正不碍事),最后内存变为了152MB,还可以。

第二步:时间压缩

观察题目上的输出要求可以发现,先输出所有序列最小值,再输出所有序列的最大值,这样的话就可以用一个数组解决,省下的大把内存不说,还节约了时间,每算好一个直接输出即可,或者拿ansistring先存着?不知行不行,回头试试。如果是交替输出的话(完全可以这么改)……自己回去想去,内存反正超不了。

言归正传,之所以用RMQ算法,就是看中了其$O(1)$的查找速度,多么省时间!经过估计,按照之前的思想,两次处理与输出,时间复杂度最坏为$O(2*NlogN+N)$,即两次处理2*NlogN,最坏区间长度为N/2(想一想,为什么),则两次操作总复杂度为N。共为$O(2*NlogN+N)$,但是,经计算得知,会超时啊!!!怎么办?仔细看看题目所说,原来是2s的时限,吓得我被装进了背包……

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反正最后A掉了这道题,一遍过无压力。总时间跑地有点慢,具体如下图(别问我背景图片是什么,我不知道……):

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" alt="" />

后来看大神的评论说,用什么单调队列,STL,线段树(有人说会被卡)等算法A掉,总之时间最快为0.382s,根本没法比啊……

AC代码:

{

program zht;
var
n,m,j,i,k,x,ans:longint;
a:array[0..1000000] of longint;
f:array[0..1000000,0..20] of longint; function min(a,b:longint):longint;
begin
if a<=b then min:=a else min:=b;
end; function max(a,b:longint):longint;
begin
if a>=b then max:=a else max:=b;
end; begin
assign(input,'window.in');
assign(output,'window.out');
reset(input);
rewrite(output); readln(n,k);
fillchar(f,sizeof(f),$7f); for i:=1 to n do
begin
read(a[i]);
f[i,0]:=a[i];
end; for j:=1 to trunc(ln(n)/ln(2)) do
for i:=1 to n+1-(1 shl j) do
f[i,j]:=min(f[i,j-1],f[i+1 shl (j-1),j-1]); // 初始化 x:=trunc(ln(k)/ln(2)); for i:=1 to n-k+1 do
begin
ans:=min(f[i,x],f[i+k-(1 shl (x)),x]);
write(ans,' ');
end;
writeln; // 处理最小值 fillchar(f,sizeof(f),0); for i:=1 to n do
f[i,0]:=a[i]; for j:=1 to trunc(ln(n)/ln(2)) do
for i:=1 to n+1-(1 shl j) do
f[i,j]:=max(f[i,j-1],f[i+1 shl (j-1),j-1]); // 还是初始化 for i:=1 to n-k+1 do
begin
ans:=max(f[i,x],f[i+k-(1 shl (x)),x]);
write(ans,' ');
end;
writeln; // 处理最大值 close(input);
close(output); end.
}

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