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  1. #include <iostream>
  2. #include <vector>
  3. #include <algorithm>
  4. //#include <cstdint>
  5. #include <string>
  6. #include <cstdlib>
  7.  
  8. typedef std::vector<std::string> DType;
  9.  
  10. bool IsNumberString(const std::string& S) {
  11. for (auto& o : S) {
  12. if (!std::isdigit(o)) return false;
  13. }
  14. return true;
  15. }
  16. bool IsStringAGreater(const std::string& A, const std::string& B) {
  17. if (A.size() > B.size()) return true;
  18.  
  19. for (std::size_t i = 0; i < A.size(); i++) {
  20. if (A[i] < B[i]) { return true; }
  21. else if (A[i] > B[i]) { return false; }
  22. }
  23. if (A.back() == B.back())return false;
  24. return false;
  25. }
  26.  
  27. DType MakeHoge(const std::string& N) {
  28.  
  29. if (IsNumberString(N) == false) { return {}; }
  30.  
  31. DType R;
  32. std::string V = N;
  33. std::sort(V.begin(), V.end());
  34.  
  35.  
  36. do {
  37. if (IsStringAGreater(N,V)) {
  38. R.push_back(V);
  39. }
  40. } while (std::next_permutation(V.begin(), V.end()));
  41.  
  42. return R;
  43. }
  44.  
  45. bool Show(const std::string& V, const DType& R) {
  46.  
  47. std::cout << "Input:" << V <<' '<<'['<< R.size()<<']'<<" -> ";
  48.  
  49. if (R.size() == 0) { std::cout << V; }
  50.  
  51. for (auto& o : R) {
  52. std::cout << o << ',';
  53. }
  54. std::cout << std::endl;
  55.  
  56. return true;
  57.  
  58. }
  59.  
  60. int main() {
  61.  
  62. std::string N = "123";
  63. DType R;
  64.  
  65. R = MakeHoge(N);
  66. Show(N, R);
  67. N = "921";
  68. R = MakeHoge(N);
  69. Show(N, R);
  70. N = "133";
  71. R = MakeHoge(N);
  72. Show(N, R);
  73. N ="5123467890";
  74. R = MakeHoge(N);
  75. Show(N, R);
  76. return 0;
  77. }
Runtime error #stdin #stdout 0.07s 68844KB
stdin
Standard input is empty
stdout
Input:123 [5] -> 132,213,231,312,321,
Input:921 [0] -> 921
Input:133 [2] -> 313,331,
Input:5123467890 [1768166] -> 5123467908,5123467980,5123468079,5123468097,5123468709,5123468790,5123468907,5123468970,5123469078,5123469087,5123469708,5123469780,5123469807,5123469870,5123470689,5123470698,5123470869,5123470896,5123470968,5123470986,5123476089,5123476098,5123476809,5123476890,5123476908,5123476980,5123478069,5123478096,5123478609,5123478690,5123478906,5123478960,5123479068,5123479086,5123479608,5123479680,5123479806,5123479860,5123480679,5123480697,5123480769,5123480796,5123480967,5123480976,5123486079,5123486097,5123486709,5123486790,5123486907,5123486970,5123487069,5123487096,5123487609,5123487690,5123487906,5123487960,5123489067,5123489076,5123489607,5123489670,5123489706,5123489760,5123490678,5123490687,5123490768,5123490786,5123490867,5123490876,5123496078,5123496087,5123496708,5123496780,5123496807,5123496870,5123497068,5123497086,5123497608,5123497680,5123497806,5123497860,5123498067,5123498076,5123498607,5123498670,5123498706,5123498760,5123604789,5123604798,5123604879,5123604897,5123604978,5123604987,5123607489,5123607498,5123607849,5123607894,5123607948,5123607984,5123608479,5123608497,5123608749,5123608794,5123608947,5123608974,5123609478,5123609487,5123609748,5123609784,5123609847,5123609874,5123640789,5123640798,5123640879,5123640897,5123640978,5123640987,5123647089,5123647098,5123647809,5123647890,5123647908,5123647980,5123648079,5123648097,5123648709,5123648790,5123648907,5123648970,5123649078,5123649087,5123649708,5123649780,5123649807,5123649870,5123670489,5123670498,5123670849,5123670894,5123670948,5123670984,5123674089,5123674098,5123674809,5123674890,5123674908,5123674980,5123678049,5123678094,5123678409,5123678490,5123678904,5123678940,5123679048,5123679084,5123679408,5123679480,5123679804,5123679840,5123680479,5123680497,5123680749,5123680794,5123680947,5123680974,5123684079,5123684097,5123684709,5123684790,5123684907,5123684970,5123687049,5123687094,5123687409,5123687490,5123687904,5123687940,5123689047,5123689074,5123689407,5123689470,5123689704,5123689740,5123690478,5123690487,5123690748,5123690784,5123690847,5123690874,5123694078,5123694087,5123694708,5123694780,5123694807,5123694870,5123697048,5123697084,5123697408,5123697480,5123697804,5123697840,5123698047,5123698074,5123698407,5123698470,5123698704,5123698740,5123704689,5123704698,5123704869,5123704896,5123704968,5123704986,5123706489,5123706498,5123706849,5123706894,5123706948,5123706984,5123708469,5123708496,5123708649,5123708694,5123708946,5123708964,5123709468,5123709486,5123709648,5123709684,5123709846,5123709864,5123740689,5123740698,5123740869,5123740896,5123740968,5123740986,5123746089,5123746098,5123746809,5123746890,5123746908,5123746980,5123748069,5123748096,5123748609,5123748690,5123748906,5123748960,5123749068,5123749086,5123749608,5123749680,5123749806,5123749860,5123760489,5123760498,5123760849,5123760894,5123760948,5123760984,5123764089,5123764098,5123764809,5123764890,5123764908,5123764980,5123768049,5123768094,5123768409,5123768490,5123768904,5123768940,5123769048,5123769084,5123769408,5123769480,5123769804,5123769840,5123780469,5123780496,5123780649,5123780694,5123780946,5123780964,5123784069,5123784096,5123784609,5123784690,5123784906,5123784960,5123786049,5123786094,5123786409,5123786490,5123786904,5123786940,5123789046,5123789064,5123789406,5123789460,5123789604,5123789640,5123790468,5123790486,5123790648,5123790684,5123790846,5123790864,5123794068,5123794086,5123794608,5123794680,5123794806,5123794860,5123796048,5123796084,5123796408,5123796480,5123796804,5123796840,5123798046,5123798064,5123798406,5123798460,5123798604,5123798640,5123804679,5123804697,5123804769,5123804796,5123804967,5123804976,5123806479,5123806497,5123806749,5123806794,5123806947,5123806974,5123807469,5123807496,5123807649,5123807694,5123807946,5123807964,5123809467,5123809476,5123809647,5123809674,5123809746,5123809764,5123840679,5123840697,5123840769,5123840796,5123840967,5123840976,5123846079,5123846097,5123846709,5123846790,5123846907,5123846970,5123847069,5123847096,5123847609,5123847690,5123847906,5123847960,5123849067,5123849076,5123849607,5123849670,5123849706,5123849760,5123860479,5123860497,5123860749,5123860794,5123860947,5123860974,5123864079,5123864097,5123864709,5123864790,5123864907,5123864970,5123867049,5123867094,5123867409,5123867490,5123867904,5123867940,5123869047,5123869074,5123869407,5123869470,5123869704,5123869740,5123870469,5123870496,5123870649,5123870694,5123870946,5123870964,5123874069,5123874096,5123874609,5123874690,5123874906,5123874960,5123876049,5123876094,5123876409,5123876490,5123876904,5123876940,5123879046,5123879064,5123879406,5123879460,5123879604,5123879640,5123890467,5123890476,5123890647,5123890674,5123890746,5123890764,5123894067,5123894076,5123894607,5123894670,5123894706,5123894760,5123896047,5123896074,5123896407,5123896470,5123896704,5123896740,5123897046,5123897064,5123897406,5123897460,5123897604,5123897640,5123904678,5123904687,5123904768,5123904786,5123904867,5123904876,5123906478,5123906487,512390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