2324题。GJam第2014 1 c:车厢

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这一挑战来源于< a href = " http://code.google.com/codejam/contest/3004486/dashboard s = p1 " > GJam第2014 1 c:重新排序车厢< / >。 确定组字符串的组合数的约束下所有相同字符必须是连续的。 输入: s、N空间分隔字符串的字符串的字母(a . . z)。1 & lt; = N< = 10。总信件& lt; = 100。 输出: val,可能的组合数 例子:小情况下 < pre类= " language-matlab " > ab bbbc cd val = 1只可以创建abbbbccd aa aa bc c val = 4 aa给2位置,aa 'aa bcc、aa aa 'bcc, bcccaa 'aa bcccaa“aa”abc bcd val = 0 c是内部,因此不能连接到c的abc < / pre > 理论:(破坏者) 有条不紊的方法实现了以下检查:没有任何内部=开始/结束。注意aaa没有内部。验证每个字符串没有不连续的信件。验证没有两个字符串相同的开始或结束除外开始= =结束bbbb。瓦尔是N !如果有N cc字符串。每个字符串部分被认为是一个独特的作品当数。 Reduce the strings of type aa until there is only one and increase Val by N!. With remaining strings merge to S strings. Val is then scaled by S!. Key merging issue is that ab ba may look mergeable to aa but in actuality it creates abba - invalid and baab -invalid thus Val=0. Creation of full length string and then a final validity check resolves this issue.Additional GJam solutions can be found at <a href = "http://go-hero.net/jam">Example GJam Matlab solutions</a>. Select Find Solutions, change Language to Matlab. The Test Suite, at the bottom, contains a full GJam Matlab solution. No Valid Matlab solutions were submitted during the contest.

这一挑战来自< http://code.google.com/codejam/contest/3004486/dashboard s = p1 GJam第2014 1 c:重新排序车厢>。确定组字符串的组合数的约束下所有相同字符必须是连续的。*输入:* s, N空间分隔字符串的字符串的部分字母(a . . z)。1 < = N < = 10。总字母< = 100。*输出:* val,可能的组合数*例子:*小案例ab bbbc cd val = 1只可以创建abbbbccd aa aa bc c val = 4 aa给2位置,aa 'aa bcc、aa aa 'bcc, bcccaa 'aa bcccaa“aa”abc bcd val = 0 c是内部,因此不能连接到abc * c理论:*(破坏者)一个有条不紊的执行下列检查:没有任何内部=开始/结束。注意aaa没有内部。验证每个字符串没有不连续的信件。验证没有两个字符串相同的开始或结束除外开始= =结束bbbb。瓦尔是N ! if there are N cc strings. Each string segment is considered a unique piece when counting. Reduce the strings of type aa until there is only one and increase Val by N!. With remaining strings merge to S strings. Val is then scaled by S!. Key merging issue is that ab ba may look mergeable to aa but in actuality it creates abba - invalid and baab -invalid thus Val=0. Creation of full length string and then a final validity check resolves this issue. Additional GJam solutions can be found at <http://go-hero.net/jam Example GJam Matlab solutions>. Select Find Solutions, change Language to Matlab. The Test Suite, at the bottom, contains a full GJam Matlab solution. No Valid Matlab solutions were submitted during the contest.

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阿方索Nieto-Castanon2014年6月10日

好了!更聪明比我蛮力的方法

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