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Minimum Spanning Tree (MST)

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🔥 Kruskal Algorithm → Prerequisite For → Minimum Spanning Tree (MST) The MST concept provides the problem specification and theoretical properties that justify Kruskal’s greedy design and correctness proof.

🔥 Prim Algorithm → Used By → Minimum Spanning Tree (MST) The MST concept provides the objective and correctness criteria, and its cut/cycle properties justify Prim's greedy expansion strategy.

🔥 Disjoint Set Union → Uses → Minimum Spanning Tree (MST) The MST problem—particularly Kruskal’s greedy edge selection—drives the adoption of DSU for efficient cycle detection and component maintenance.

🌟 Boruvka Algorithm →

🌟 Priority Queue Adt →

Network Design →

Edmonds-Chu-Liu Algorithm →

Maximum Spanning Tree →

Greedy Algorithms →

🔥 ← Adjacency List

🔥 ← Greedy Algorithms

🔥 ← Graph Theory

🔥 ← Prim Algorithm

🔥 ← Graph Cost

🔥 ← Breadth First Search

🔥 ← Disjoint Set Union

🌟 ← Kruskal Algorithm

🌟 ← Weighted Graph

🌟 ← Priority Queue Adt

️ ← Undirected Graph

️ ← Maximum Spanning Tree

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