力扣 1052. 爱生气的书店老板

题目说明

今天,书店老板有一家店打算试营业customers.length 分钟。每分钟都有一些顾客(customers[i])会进入书店,所有这些顾客都会在那一分钟结束后离开。

在某些时候,书店老板会生气。 如果书店老板在第 i 分钟生气,那么 grumpy[i] = 1,否则 grumpy[i] = 0。 当书店老板生气时,那一分钟的顾客就会不满意,不生气则他们是满意的。

书店老板知道一个秘密技巧,能抑制自己的情绪,可以让自己连续 X 分钟不生气,但却只能使用一次。

  • 1 <= X <= customers.length == grumpy.length <= 20000
  • 0 <= customers[i] <= 1000
  • 0 <= grumpy[i] <= 1

示例

例1

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输入:customers = [1,0,1,2,1,1,7,5], grumpy = [0,1,0,1,0,1,0,1], X = 3
输出:16
解释:
书店老板在最后 3 分钟保持冷静。
感到满意的最大客户数量 = 1 + 1 + 1 + 1 + 7 + 5 = 16.

例2

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输入:customers =[66,514,364,657,627,645,208,599,803,501,297,839,253,877,1000,636,928,415,583,639,832,170,94,492,29,102,702,965,56,300,53,535,725,249,615,919,667,841,358,567,257,95,714,224,4,772,263,761,413,743,165,519,535,476,32,690,687,483,77,125,651,455,664,891,709,738,684,865,263,157,476,343,538,768,743,53,680,171,204,69,936,297,252,410,924,533,205,883,757,419,147,281,393,400,431,629,994,715,533,836,352,167,413,805,719,708,431,844,994,652,663,528,774,228,44,506,628,927,533,1,699,880,280,277,26,46,239,482,601,585,357,103,791,840,916,935,334,53,16,219,131,902,462,423,972,74,428,377,396,545,404,527,713,605,663,953,558,752,869,258,242,163,444,812,793,289,178,557,606,712,181,687,245,325,350,486,466,624,918,274,21,560,432,339,577,538,53,24,277,901,82,425,498,511,709,391,780,870,799,316,658,718,765,497,91,587,156,993,999,345,163,200,346,840,909,119,335,882,945,677,931,254,595,528,903,876,424,233,66,379,31,535,943,241,708,335,522,882,697,579,130,36,810,695,933,515,205,444,840,121,212,762,963,624,914,126,30,206,72,934,913,212,245,477,185,319,290,449,85,589,361,481,13,430,698,22,558,565,401,53,112,639,846,49,443,192,131,323,594,487,311,517,211,238,733,725,409,868,192,463,278,91,299,96,952,903,305,860,857,934,818,515,391,334,708,97,100,732,444,180,15,866,625,598,775,260,758,485,707,111,404,272,128,649,686,773,101,325,383,558,34,290,305,565,84,893,816,118,817,319,488,464,488,228,603,16,324,291,279,238,11,745,667,341,6,35,291,974,397,23,516,577,370,588,729,150,214,481,738,813,870,42,956,276,840,641,946,876,577,879,118,936,318,631,707,633,265,107,364,53,161,700,407,293,399,783,738,508,362,39,940,327,467,339,627,671,602,887,604,162,792,740,757,305,112,204,974,460,530,912,787,387,798,321,209,839,109,463,518,201,86,404,239,75,816,851,230,140,462,462,985,454,104,372,864,387,303,596,275,10,500,751,522,211,29,261,885,365,582,514,599,836,72,749,799,198,812,272,99,874,355,327,395,96,885,77,149,800,697,903,62,117,740,957,651,156,600,84,731,193,572,110,924,735,21,267,163,986,10,639,236,808,419,86,96,955,286,398,187,654,682,260,942,860,51,891,131,279,252,84,788,348,323,367,27,585,187,930,610,51,837,635,830,107,82,883,763,26,899,602,455,934,494,865,944,673,665,961,509,562,294,679,852,510,288,934,378,705,446,22,521,532,354,70,759,123,101,908,781,978,457,818,602,599,191,704,789,962,279,946,738,976,960,196,796,776,396,969,339,88,666,181,872,699,85,5,289,591,311,920,463,764,197,840,505,80,432,460,504,136,438,86,902,949,171,419,628,274,672,627,809,671,491,48,913,49,164,987,992,525,513,973,12,453,911,137,221,919,233,580,1000,836,227,453,664,801,418,831,531,190,306,486,416,730,953,51,776,83,742,425,674,271,525,889,958,24,159,392,534,367,389,87,613,915,549,763,767,814,134,235,838,437,106,8,857,95,985,790,332,938,252,53,30,665,518,20,341,170,324,711,223,344,668,981,954,611,510,781,784,450,852,648,134,678,98,503,607,35,491,950,901,948,280,245,953,709,889,886,616,761,181,37,983,352,168,118,750,599,28,664,694,785,977,488,582,730,317,99,105,880,484,144,841,569,466,925,409,390,784,266,105,117,310,408,601,425,796,257,311,921,205,917,911,646,740,943,691,331,69,184,987,726,990,120,722,248,322,771,827,195,210,859,173,864,416,853,571,306,365,650,145,678,321,820,701,852,57,176,712,438,434,707,705,75,266,770,931,711,480,422,712,76,741,61,967,618,854,476,874,610,134,198,357,49,547,229,291,174,268,933,2,883,678,179,985,950,272,106,600,264,972,296,450,224,235,22,356,851,842,423,523,597,222,680,773,57,703,251,605,702,296,652,770,892,930,999,216,440,575,331,989,70,569,859,394,705,462,895,101,983,401,886,676,678,76,404,10,699,867,389,591,105,669,612,592,258,452,208,640,432,87,711,159,573,374,913,661,454,542,658,257,200,873,374,737,590,979,545,962,430,400,625,809,473,84,819,718,129,540,32,485,503,801,111,335,983,564,736,994,681,702,126,251,366,504,223,859,960,133,237,390,789,518,309,181,579,221,443,597,343,421,572,998,185,948,994,272,138,957,584,380,451,179,242,595,917,316,41,320,714,706,443,829,668,68,806,950,680,242,404,655,209,28,434,534,418,680,298,825,730,213,198,589,734,110,715,547,423,828,958,63,85,918,833,664,96,190,21,503,535,91,301,303,228,457,805,640,874,87,53,924,810,360,712,93,688,801,393,266,764,729,790,848,988,824,58,499,202,960,958,442,552,629,18,365,258,200,335,698,921,63,833,949,948,980,800,517,777,891,36,123,791,222,44,82,372,914,956,266,221,280,905,170,607,380,494,336,768,716,122,477,931,223,994,137,775,286,705,841,666,931,339,897,516,271,340,833,482,649,845,728,941,864,245,153,174,271,38,549,922,865,908,363,434,150,675,803,760,41,787,736,372,859,514,130,756,435,475,822,983,262,805,433,605,567,841,765,458,599,867,401,185,88,505,764,577,297,207,348,448,109,127,744,239,788,379,213,39,15,477,834,331,85,452,592,737,47,508,817,594,772,709,465,166,694,673,584,425,582,674,354,549,836,373,436,331,662,860,72,86,956,877,603,869,667,136,129,480,978,285,583,860,649,699,754,609,38,742,211,314,643,855,995,306,80,332,998,336,709,726,660,618,854,115,349,551,896,946,507,545,367,636,531,615,677,359,260,923,670,642,15,466,946,150,275,45,944,298,833,582,616,442,404,682,27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]
X = 285
输出:5140914
解析:这个案例成功时,差不多就成功了

笔者理解

此题是一道数组算法问题,在力扣题库中被定义为中等题。

解法

当笔者阅读完此题后,发现此题用滑动窗口更加方便快捷,先计算出老板没有技巧时的满意数,再滑动调整老板的技巧时间求最大满意数,让我们来看看具体如何实现的吧。

实现

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public int maxSatisfied(int[] customers, int[] grumpy, int X) {
int result = 0;
int size = customers.length;
for (int i = 0; i < size; i++) {
if(grumpy[i]==0){
result += customers[i];
//先将老板没有秘密技巧时的满意顾客数算出来
}
}
int increase = 0;
for (int i = 0; i < X; i++) {
increase += customers[i]*grumpy[i];
//窗口开端
}
int maxInrease = increase;
for (int i = X; i < size; i++) {
increase = increase + customers[i] * grumpy[i] - customers[i-X] * grumpy[i-X];
maxInrease = Math.max(maxInrease,increase);
//将老板使用技巧的时间视为窗口,窗口不断滑动求最大顾客满意数
}
return result + maxInrease;
}

时间和空间效率都较高,可见此解法比较适合此题;

image.png

总结

本题是今天的每日一题,难度达到了中等,感兴趣的朋友都可以去尝试一下,此题还有其他更多的解法,朋友们可以自己逐一尝试。