Tree Data Structure
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## TL;DR A tree is a hierarchical data structure with a root node and child subtrees. Each node (except root) has exactly one parent. Specialized trees: binary trees (max 2 children), N-ary trees, tries (prefix trees), segment trees (range queries), Fenwick trees (prefix sums). ## Core Explanation Binary tree properties: max nodes at level l = 2^l, max total nodes = 2^(h+1)-1. Full binary tree: every node has 0 or 2 children. Complete binary tree: all levels filled except possibly last. Perfect binary tree: all levels completely filled. Tries store strings character-by-character for O(k) lookup (k = key length). ## Further Reading - [Algorithms (4th Edition)](undefined) ## Related Articles - [Array Data Structure](../array-data-structure.md) - [AI for Data Curation: Web-Scale Filtering, Deduplication, and Quality Scoring for LLM Training](../../ai/ai-for-data-curation.md) - [AI for Protein Structure Prediction: AlphaFold and the Folding Revolution](../../ai/ai-for-protein-structure-prediction-alphafold-and-the-folding-revolution.md)