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mateom11 on 01/19/15

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Last Edited at 01/19/15 05:26am

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prvo_dijete-sljedeci_brat.h

prvo_dijete-sljedeci_brati.h

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prvo_dijete-sljedeci_brat

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  1. #include<iostream>
  2. using namespace std;
  3.  
  4. struct elem {
  5. 	char oznaka;
  6. 	int dijete,brat;
  7. };
  8. struct tr {
  9. 	elem polje[1000];
  10. 	int korijen;
  11. };
  12.  
  13. typedef struct tr tree;
  14. char pomoz='A';
  15.  
  16. tree *InitT(int x, tree *T){
  17. 	for(int i=0; i<=1000;i++){
  18. 		T->polje[i].oznaka='0';
  19. 		T->polje[i].brat=-1;
  20. 		T->polje[i].dijete=-1;
  21. 	}
  22. 	T->polje[x].oznaka=pomoz++;
  23. 	T->korijen=x;        	
  24. 	return T;
  25. }
  26.  
  27. int ParentT(int n, tree *T){
  28. 	if(T->korijen==n){
  29. 		cout << "Roditelj ne postoji! " << endl;
  30. 		return -1;
  31. 	} 
  32. 	for(int i=0; i<1000;i++){
  33. 		if(T->polje[i].dijete==n) return i;
  34. 		if(T->polje[i].brat==n) return ParentT(n,T);
  35. 	}
  36. }
  37.  
  38. int FirstChildT(int n, tree *T){
  39. 	return T->polje[n].dijete;
  40. }
  41.  
  42. int NextSiblingT(int n, tree *T){
  43. 	return T->polje[n].brat;	
  44. }
  45.  
  46. char LabelT(int n,tree *T){
  47. 	return T->polje[n].oznaka;	
  48. }
  49.  
  50. int RootT(tree *T){
  51. 	return T->korijen;	
  52. }
  53.  
  54. void CreateT(char x, int n,tree *T){
  55. 	if (T->polje[n].oznaka=='0') cout<<"Cvor ne postoji!"<<endl;
  56. 	else {
  57. 		if(T->polje[n].dijete==-1) T->polje[n].dijete=x;
  58. 		else if (T->polje[T->polje[n].dijete].brat==-1) T->polje[T->polje[n].dijete].brat=x;
  59. 				else{
  60. 					n = T->polje[n].dijete;
  61. 					while(T->polje[n].brat!=-1) n= T->polje[n].brat;
  62. 					T->polje[n].brat=x;
  63. 				}		
  64. 		T->polje[x].dijete=-1;
  65. 		T->polje[x].brat=-1;
  66. 		T->polje[x].oznaka=pomoz++;	
  67. 	}
  68. }
  69.  
  70. void ChangeLabelT(char x,int n, tree *T){
  71. 	if (T->polje[n].oznaka=='0') cout<<"Cvor ne postoji!"<<endl; 
  72. 	else 
  73. 		T->polje[n].oznaka=x;
  74. }
  75.  
  76. void DeleteT(int n, tree *T){
  77. 	if(FirstChildT(n,T)!=-1) DeleteT(T->polje[n].dijete,T);	
  78. 	if(NextSiblingT(n,T)!=-1) DeleteT(T->polje[n].brat,T);
  79. 	T->polje[n].dijete=-1;
  80. 	T->polje[n].brat=-1;
  81. 	T->polje[n].oznaka = '0';
  82. }

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