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https://github.com/TheAlgorithms/C-Plus-Plus.git
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adding documentation and other enhancements
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@@ -36,47 +36,115 @@ using std::string;
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using std::unordered_set;
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using std::vector;
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/**
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* @brief Solution class
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*/
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class Solution {
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public:
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bool exists(const string &s, const unordered_set<string> &strSet) {
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return strSet.find(s) != strSet.end();
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/**
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* @brief Function that checks if the string passed in param is present in
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* the the unordered_set passed
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*
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* @param str the string to be searched
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* @param strSet unordered set of string, that is to be looked into
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* @returns bool, true if str is present in strSet
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*/
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bool exists(const string &str, const unordered_set<string> &strSet) {
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return strSet.find(str) != strSet.end();
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}
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/**
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* @brief Function that checks if the string passed in param can be
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* segmented from position 'pos', and then correctly go on to segment the
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* rest of the string correctly as well to reach a solution
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*
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* @param s the complete string to be segmented
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* @param strSet unordered set of string, that is to be used as the
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* reference dictionary
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* @param pos the index value at which we will segment string and test
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* further if it is correctly segmented at pos
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* @param dp the vector to memoize solution for each position
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* @returns bool, true if str is present in strSet
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*/
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bool check(const string &s, const unordered_set<string> &strSet, int pos,
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vector<int> *dp) {
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if (pos == s.length()) {
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// if we have reached till the end of the string, means we have
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// segmented throughout correctly hence we have a solution, thus
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// returning true
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return true;
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}
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if (dp->at(pos) != INT_MAX) {
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// if dp[pos] is not INT_MAX, means we must have saved a solution
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// for the position pos; then return if the solution at pos is true
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// or not
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return dp->at(pos) == 1;
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}
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string wordTillNow = "";
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string wordTillNow =
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""; // string to save the prefixes of word till different positons
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for (int i = pos; i < s.length(); i++) {
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wordTillNow += string(1, s[i]);
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// Loop starting from pos to end, to check valid set of
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// segmentations if any
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wordTillNow +=
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string(1, s[i]); // storing the prefix till the position i
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// if the prefix till current position is present in the dictionary
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// and the remaining substring can also be segmented legally, then
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// set solution at position pos in the memo, and return true
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if (exists(wordTillNow, strSet) and check(s, strSet, i + 1, dp)) {
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dp->at(pos) = 1;
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return true;
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}
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}
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dp->at(pos) = 0;
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return false;
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// if function has still not returned, then there must be no legal
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// segmentation possible after segmenting at pos
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dp->at(pos) = 0; // so set solution at pos as false
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return false; // and return no solution at position pos
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}
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/**
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* @brief Function that checks if the string passed in param can be
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* segmented into the strings present in the vector.
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* In others words, it checks if any permutation of strings in
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* the vector can be concatenated to form the final string.
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*
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* @param s the complete string to be segmented
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* @param wordDict a vector of words to be used as dictionary to look into
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* @returns bool, true if s can be
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*/
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bool wordBreak(const string &s, const vector<string> &wordDict) {
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// unordered set to store words in the dictionary for contant time
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// search
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unordered_set<string> strSet;
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for (const auto &s : wordDict) {
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strSet.insert(s);
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}
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// a vector to be used for memoization, whose value at index i will
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// tell if the string s can be segmented (correctly) at position i.
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// initializing it with INT_MAX (which will denote no solution)
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vector<int> dp(s.length(), INT_MAX);
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// calling check method with position = 0, to check from left
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// from where can be start segmenting the complete string in correct
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// manner
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return check(s, strSet, 0, &dp);
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}
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};
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/**
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* @brief Main function
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* @returns 0 on exit
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*/
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int main() {
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// the complete string
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const string s = "applepenapple";
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// the dictionary to be used
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const vector<string> wordDict = {"apple", "pen"};
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// should return true, as applepenapple can be segmented as apple + pen +
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// apple
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cout << Solution().wordBreak(s, wordDict) << endl;
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}
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}
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