2017 多校5 Rikka with String(ac自动机+dp) 题意: Yuta has \(n\) \(01\) strings \(s_i\), and he wants to know the number of \(01\) antisymmetric strings of length \(2L\) which contain all given strings \(s_i\) as continuous substrings. A \(01\) string \(s\) i…

2017 多校5 Rikka with Number(数学 + 数位dp) 题意: 统计\([L,R]\)内 有多少数字 满足在某个\(d(d>=2)\)进制下是\(d\)的全排列的 \(1 <= L <= R <= 10^{5000}\) 题解: 首先转化成计算小于等于 \(N\)的好数有多少个.因为 \(n^n<(n+1)^n\) ​ ​​而对于 \(n\) 进制下的任何一个好数 \(K\),都有 \(n^{n-1}<K<n^n ​\) ​​ ​​ ,所以每一…

2016暑假多校联合---Rikka with Sequence (线段树) Problem Description As we know, Rikka is poor at math. Yuta is worrying about this situation, so he gives Rikka some math tasks to practice. There is one of them: Yuta has an array A with n numbers. Then he make…

Rikka with string Time Limit: 2000/1000 MS (Java/Others)    Memory Limit: 65536/65536 K (Java/Others)Total Submission(s): 581    Accepted Submission(s): 227 Problem Description As we know, Rikka is poor at math. Yuta is worrying about this situation,…

[Hihocoder1413]Rikka with String(后缀自动机) 题面 Hihocoder 给定一个小写字母串,回答分别把每个位置上的字符替换为'#'后的本质不同的子串数. 题解 首先横跨'#'左右的串一定恰好只会出现一次,所以直接统计答案. 那么剩下的部分就是左右的本质不同的子串数. 我们把答案拆成三个部分,先是左侧本质不同子串的个数,再是右侧本质不同子串的个数.最后再减去既在左侧出现过,又在右侧出现过的串的个数. 左右两个直接用\(SAM\)算就好了. 在两侧同时出现过的,我们…

Rikka with String http://acm.hdu.edu.cn/showproblem.php?pid=6086 题意: 求一个长度为2L的,包含所给定的n的串,并且满足非对称. 分析: AC自动机+状压dp. 首先给这个n个串,建立AC自动机.然后去枚举长度为L的一个串,就可以知道另一半了. 如果给定的串完全存在于左边或者右边,那么直接往AC自动机加入这个串或者取反后的反串.如果是跨越中间,那么暴力的把所有的串,从中间切开,然后判断是否合法,加入到AC自动机上就行,如果长度枚举…

2017 多校4 Wavel Sequence 题意: Formally, he defines a sequence \(a_1,a_2,...,a_n\) as ''wavel'' if and only if \(a_1<a_2>a_3<a_4>a_5<a_6\)... Now given two sequences \(a_1,a_2,...,a_n\) and \(b_1,b_2,...,b_m\), Little Q wants to find two seque…

2017 多校4 Security Check 题意: 有\(A_i\)和\(B_i\)两个长度为\(n\)的队列过安检,当\(|A_i-B_j|>K\)的时候, \(A_i和B_j\)是可以同时过安检的,过安检必须按照队列的顺序,问你两个队列过完安检最少花费的时间 \(1<=n<=6e4\), \(1<=A_i,B_i<=n\) 题解: 设\(f_{i,j}\) 表示仅考虑\(a[1..i]\)与\(b[1..j]\)时,最少需要多少时间. 若\(|a_i-b_j|>…

2017 多校3 hdu 6061 RXD and functions(FFT) 题意: 给一个函数\(f(x)=\sum_{i=0}^{n}c_i \cdot x^{i}\) 求\(g(x) = f(x - \sum a_i)\)后每一项\(x^{i}\)的系数mod998244353 \(n <= 10^{5},m <= 10^{5}\) \(0 <= c_i < 998244353\) \(0 <= a_i < 998244353\) 思路: 令\(d = -\s…

2017 多校2 hdu 6053 TrickGCD 题目: You are given an array \(A\) , and Zhu wants to know there are how many different array \(B\) satisfy the following conditions? \(1≤B_i≤A_i\) For each pair(\(l , r) (1≤l≤r≤n) , gcd(bl,bl+1...br)≥2\) Input The first line…