void Inorder(TreeNode* pRoot,vector<TreeNode*>& vec) { if(pRoot==NULL) return; Inorder(pRoot->left,vec); vec.push_back(pRoot); Inorder(pRoot->right,vec); }
void Inorder(TreeNode* root, vector<int>& nums) { if(root == NULL)return; Inorder(root->left, nums); nums.push_back(root->val); Inorder(root->right, nums); }
int main() { treeNode *root = NULL; root = Insert(root, 5); root = Insert(root, -1); root = Insert(root, 3); root = Insert(root, -14); root = Insert(root, 8); root = Insert(root, 10); root = Insert(root, 9); root = Insert(root, 6); printf("\nBefore Deletion BST in Inorder traversal\n "); Inorder(root); printf("\n\n"); root = Delete(root,5); root = Delete(root,-1); printf("After Deletion BST\n"); printf("\nInorder traversal\n"); Inorder(root); printf("\nPreorder traversal\n"); Preorder(root); printf("\nPostorder traversal\n"); Postorder(root); }
//Function to visit nodes in Inorder void Inorder(struct Node *root) { if(root == NULL) return; Inorder(root->left); //Visit left subtree printf("%d ",root->data); //Print data Inorder(root->right); // Visit right subtree }
void Inorder(node *root) { if (root->left != NULL) Inorder(root->left); cout << root->data << " "; if (root->right != NULL) Inorder(root->right); }
void RBTree<T>::Inorder(T* root) { if (root) { Inorder(root->left); root->Print(); Inorder(root->right); } }
void Inorder(btNode* pRoot) { if(pRoot == NULL) return; Inorder(pRoot->left); cout<<pRoot->data<<"\t"; Inorder(pRoot->right); }
void Inorder(Tree *t) { if (t != NULL) { Inorder(t->l); printf("%d ", t->data); Inorder(t->r); } }
void Inorder(node *root) { if(root==NULL) return; Inorder(root->left); cout<<root->data<<" "; Inorder(root->right); }
/* Visita em Inorder */ void Inorder(arv_bin * root ) { if (root) { Inorder(root->left ); printf("\n In-Ordem:: %s\t||\t %d" ,root->info, root->ordem); Inorder(root->right ); } }
void Inorder(node *root){ if(root == NULL){ return; } Inorder(root->left); printf("<%ld,%ld> ",root->data,root->height); Inorder(root->right); }
void Inorder(BSTNode * current) { if(current!=NULL){ Inorder(current->left); std::cout << current->id << " " ; Inorder(current->right); } }
//中序遍历(递归) void Inorder(BiTree T) { if(T) { Inorder(T->lch); printf("%c ",T->data); Inorder(T->rch); } }
void BinaryTree::Inorder(Node* temp) { if (temp!=NULL) { Inorder(temp->left); std::cout << temp->data << " "; Inorder(temp->right); } }
void Inorder(AVLTree tree) { if(tree != NULL) { Inorder(tree->left); printf("%d ", tree->value); Inorder(tree->right); } }
void Inorder(int *arr, int index) { if(arr[index] == -1) { return ; } Inorder(arr, index*2 + 1); printf("%d ", arr[index]); Inorder(arr, index*2 + 2); }
void Inorder(treeNode *node) { if (node == NULL) { return; } Inorder(node -> left); printf("%d ", node -> data); Inorder(node -> right); }
//中序遍历 (递归) void Inorder (struct BiNode *T) { if(T) { Inorder(T->lch); printf(" %c",T->data); Inorder(T->rch); } }
void Inorder(Node * arr, int ind) { if ((&arr[ind]) -> lc != -1) Inorder(arr, (&arr[ind]) -> lc); printf("%d ", ind); if ((&arr[ind]) -> rc != -1) Inorder(arr, (&arr[ind]) -> rc); }
void Inorder(node *tree,node *root,node * nil){ if(root == nil){ return; } Inorder(tree,root->left,nil); printf("<data = %ld,count = %ld, color = %d, rank = %ld> ",root->data,root->count,root->black,Rank(root->data,tree,nil)); Inorder(tree,root->right,nil); }
void Inorder(tree *root) { if(root) { Inorder(root->left); printf(" %d ",root->data); Inorder(root->right); } return; }
void Inorder(NODE *root) { if(root->left_child!=NULL) { Inorder(root->left_child); } printf("%d ",root->data); if(root->right_child!=NULL) { Inorder(root->right_child); } }
void Inorder(Node * h) { if (h == NULL) return; Inorder(h -> lc); if (h -> cut == 'V' || h -> cut == 'H') printf("%c", h -> cut); else printf("(%le,%le)", h -> width, h-> height); Inorder(h -> rc); }
void Inorder(node *root) { //Check for end of tree if(root == NULL) return; //InOrder: left visit right Inorder(root->left); cout<<root->data<<" "; Inorder(root->right); }
void Inorder(nodeT *p, int level) { int i; if (p != NULL) { Inorder(p->left, level + 1); for (i = 0; i <= level; i++) printf(" "); /* for nice listing */ printf("%d\n", p->data); Inorder(p->right, level + 1); } }
int main() { /*Code To Test the logic Creating an example tree 5 / \ 3 10 / \ \ 1 4 11 */ struct Node* root = NULL; root = Insert(root,5); root = Insert(root,10); root = Insert(root,3); root = Insert(root,4); root = Insert(root,1); root = Insert(root,11); // Deleting node with value 5, change this value to test other cases root = Delete(root,5); //Print Nodes in Inorder printf("Inorder: "); Inorder(root); printf("\n"); }
void MAXIMUM_NODE_IN_TREE() { char input[5][52] = { "1,$", "2,4,1,$,-,3,$", "1,2,$,-", "1,3,$,2,$", "14,1,4,2,$,6,$,10,8,$,12,$,13,3,15,$,5,$,9,7,$,11,$" }; int expected_output[6] = {1,4,2,3,15}; int iter_loop, index; for(iter_loop=0;iter_loop<5;iter_loop++) { NODE *root = (NODE*)malloc(sizeof(NODE)); index = next_element_in_string(input[iter_loop],0); root->data = create_number(input[iter_loop],index); index = next_element_in_string(input[iter_loop],index); construct_tree(root,input[iter_loop],index); int previous_value = root->data; Inorder(root,&previous_value); (expected_output[iter_loop]==previous_value)?printf("ACCEPTED\n"):printf("REJECTED\n"); delete_tree(root); } }
int main() { //建树 struct BiNode *T,*root; T = root; printf("The fuction Create() is called.\n"); Create(T); //三种遍历递归算法 printf("\n"); printf("The fuction Preorder() is called.\n"); Preorder(root); printf("\n"); printf("The fuction Inorder() is called.\n"); Inorder(root); printf("\n"); printf("The fuction Postorder() is called.\n"); Postorder(root); printf("\n"); return 0; }
void Inorder(NODE *root, int *previous_value) { if(root->left!=NULL) { Inorder(root->left,previous_value); } if(*previous_value<root->data) { *previous_value = root->data; } if(root->right!=NULL) { Inorder(root->right,previous_value); } }
TreeNode* KthNode(TreeNode* pRoot, unsigned int k) { if(pRoot==NULL||k<=0) return NULL; vector<TreeNode*> vec; Inorder(pRoot,vec); if(k>vec.size()) return NULL; return vec[k-1]; }