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Algorithms for determining optimal values in linear sequences, such as longest increasing subsequences.
Distinct from Knapsack Problem Solving: Focuses on linear sequence optimization (e.g., climbing steps) rather than capacity-constrained knapsack problems.
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This project is an algorithm template library and coding interview study guide providing reusable code patterns for common data structures and algorithms. It serves as a reference for optimized strategies and a structured learning path to build proficiency in algorithmic problem solving and competitive programming. The library focuses on standardized implementations of key algorithmic patterns, including sliding windows, backtracking, dynamic programming, and binary search. It provides specific templates for managing binary search trees, searching rotated sorted arrays, and executing divide-a
Determines optimal values for linear sequences including climbing steps and longest increasing subsequences.