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Undirected Graph

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data_structure graph undirected discrete_structure graph_theory combinatorics binary_relation symmetric_relation nonlinear unordered
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πŸ”₯ directed graph β†’ Directed graphs extend undirected graphs by orienting edges, keeping the same vertex/edge framework while adding asymmetric relationships and direction-aware traversal and cycle concepts.
πŸ”₯ adjacency list β†’ An adjacency list for an undirected graph relies on the undirected graph model: vertices and unordered edges are encoded by listing symmetric neighbors, degree equals list length, and traversals interpret connectivity without edge direction. Without the undirected-graph concepts, you cannot construct or interpret the list correctly.
πŸ”₯ adjacency matrix β†’ An adjacency matrix encodes an undirected graph by mapping each vertex pair to 0/1, producing a symmetric VxV matrix; its dimensions and symmetry depend on the graph’s vertices and undirected edges.
🌟 breadth first search β†’
🌟 depth first search β†’
⚑️ weighted graph β†’
⚑️ directed acyclic graph β†’
⚑️ minimum spanning tree β†’
⚑️ dijkstra algorithm β†’