HDOJ 4869 Turn the pokers】的更多相关文章

最后的结果中正面向上的奇偶性是一定的,计算出正面向上的范围low,up 结果即为 C(m.low)+ C(m.low+2) +.... + C(m,up) ,用逆元取模 Turn the pokers Time Limit: 2000/1000 MS (Java/Others)    Memory Limit: 32768/32768 K (Java/Others) Total Submission(s): 828    Accepted Submission(s): 302 Problem D…
HDU 4869 Turn the pokers 题目链接 题意:给定n个翻转扑克方式,每次方式相应能够选择当中xi张进行翻转.一共同拥有m张牌.问最后翻转之后的情况数 思路:对于每一些翻转,假设能确定终于正面向上张数的情况,那么全部的情况就是全部情况的C(m, 张数)之和.那么这个张数进行推理会发现,事实上会有一个上下界,每隔2个位置的数字就是能够的方案,由于在翻牌的时候,相应的肯定会有牌被翻转,而假设向上牌少翻一张,向下牌就要多翻一张.奇偶性是不变的,因此仅仅要每次输入张数,维护上下界,最后…
Turn the pokers Time Limit: 2000/1000 MS (Java/Others)    Memory Limit: 32768/32768 K (Java/Others) Total Submission(s): 1265    Accepted Submission(s): 465 Problem Description During summer vacation,Alice stay at home for a long time, with nothing t…
pid=4869" target="_blank">Turn the pokers 大意:给出n次操作,给出m个扑克.然后给出n个操作的个数a[i],每一个a[i]代表能够翻的扑克的个数,求最后可能出现的扑克的组合情况. Hint Sample Input: 3 3 3 2 3 For the this example: 0 express face down,1 express face up Initial state 000 The first result:00…
Turn the pokers Time Limit: 2000/1000 MS (Java/Others)    Memory Limit: 32768/32768 K (Java/Others)Total Submission(s): 1064    Accepted Submission(s): 398 Problem Description During summer vacation,Alice stay at home for a long time, with nothing to…
Turn the pokers Time Limit: 2000/1000 MS (Java/Others)    Memory Limit: 32768/32768 K (Java/Others) Total Submission(s): 196    Accepted Submission(s): 51 Problem Description During summer vacation,Alice stay at home for a long time, with nothing to…
Turn the pokers Time Limit: 2000/1000 MS (Java/Others)    Memory Limit: 32768/32768 K (Java/Others) Total Submission(s): 108    Accepted Submission(s): 21 Problem Description During summer vacation,Alice stay at home for a long time, with nothing to…
Problem Description During summer vacation,Alice stay at home for a long time, with nothing to do. She went out and bought m pokers, tending to play poker. But she hated the traditional gameplay. She wants to change. She puts these pokers face down,…
HDOJ--4869--Turn the pokers[组合数学+快速幂] 题意:有m张扑克,开始时全部正面朝下,你可以翻n次牌,每次可以翻xi张,翻拍规则就是正面朝下变背面朝下,反之亦然,问经过n次翻牌后牌的朝向有多少种情况.我们可以把正面朝上理解为1,反面朝上理解为0,那么可以理解为求01串的不同的组合方式有几种. 解题思路:我们可以知道,每张牌假设起始状态都为0,如果翻奇数次,该牌最后的情况是1,如果翻偶数次,该牌的最后情况为0.根据n次翻牌的个数找出1的个数的下限和上限,然后再在这个范围…
题目链接 题意 : m张牌,可以翻n次,每次翻xi张牌,问最后能得到多少种形态. 思路 :0定义为反面,1定义为正面,(一开始都是反), 对于每次翻牌操作,我们定义两个边界lb,rb,代表每次中1最少时最少的个数,rb代表1最多时的个数.一张牌翻两次和两张牌翻一次 得到的奇偶性相同,所以结果中lb和最多的rb的奇偶性相同.如果找到了lb和rb,那么,介于这两个数之间且与这两个数奇偶性相同的数均可取到,然后在这个区间内求组合数相加(若lb=3,rb=7,则3,5,7这些情况都能取到,也就是说最后的…