Freaks City

This article focuses on implementing a min-heap, which has the property that every parent node is less than or equal to its children. This ensures the smallest element is always at the root (index 1 in our array). Heap Operations A min-heap implementation should support these basic operations: Insertion (I): Add a new element to the heap while ...

LeetCode 257: Binary Tree All Paths Termination Condition Considerations The statement if (root == nullptr) return; serves multiple critical purposes in recursive tree algorithms: Primary Function Guard When placed in the main function provided by LeetCode, this check handles the empty tree case. If an empty tree is passed to the main function, ...

Maximum Depth of a Binary Tree Given a binary tree, determine its maximum depth - the number of nodes along the longest path from the root node to the farthest leaf node. Recursive Approach Using postorder traversal (left-right-root) to calculate node height: struct TreeNode { int val; TreeNode* left; TreeNode* right; TreeNode(i ...

Maximum Product of Splitted Binary Tree Given a binary tree with root node, remove exactly one edge to split the tree into two separate subtrees. The goal is to maximize the product of the sums of both resulting subtrees. Return the result modulo 10^9 + 7. Approach The key insight is that during a depth-first search that calculates subtree sums ...

Given the input string abcdefghij, construct a binary tree by inserting characters level by level — that is, fill nodes row-wise from left to right. The resulting tree must yield the following traversal outputs: In-order: hdibjeafcg Post-order: hidjebfgca Level-order: abcdefghij The construction follows breadth-first insertion: the first char ...

The objective is to compute the diameter of a given binary tree. In this context, the diameter is defined as the length of the longest path between any two nodes within the structure. This path does not necessarily need to pass through the root node. The length of a path is quantified by the number of edges connecting the nodes. Algorithmic Str ...

The segment tree is constructed recursively. Each node tracks its segment boundaries [left, right]. Leaf nodes correspond to individual array elements, while enternal nodes store the sum of their children. struct SegmentTree { int left[MAX_N * 4], right[MAX_N * 4]; long long value[MAX_N * 4], lazy[MAX_N * 4]; void build(int l, int ...

Finding the Bottom-Left Node Value Given the root of a binary tree, return the value of the leftmost node at the deepest level. Breadth-First Search (Iterative) A level-order traversal naturally visits nodes layer by layer. The first node encountered in the final level is the answer. #include <queue> int findBottomLeftValue(TreeNode* roo ...

Binary Tree Implementation with Extended Preorder Input This C program constructs a binary tree from an extended preorder sequence where missing children are marked with asterisks. It outputs postorder and inorder traversals and counts nodes with two children. #include <stdio.h> #include <stdlib.h> typedef struct TreeNode { cha ...

Preorder Traversal Implementation Implementing preorder traversal for LeetCode requires attention to specific interface requirmeents. The function signature expects dynamically allocated memory for the result array and a pointer to track the number of elements. int getNodeCount(struct TreeNode* node) { if (node == NULL) { return 0; ...