ã°ã©ãçè«ã®åºç¤ - Basics of Graph Theory - ããã ã°ã©ãçè«ã®åºç¤ãå¦ã¶ ã°ã©ã (graph)ãé ç¹ (vertex, node) ã辺 (edge) é£çµãªã¹ã (linked list)ãæ¬¡æ° (degree) æ·±ãåªå æ¢ç´¢ (depth-first search) ãå¹ åªå æ¢ç´¢ (width-first search) é£çµæå (connected components, connected subgraph, cluster) ãã·ã³ã°ã«ãã³ (singleton) åæç¹ (cut vertices) ãåæ辺 (cut edges) çµè·¯ (path) ãéè·¯ (cycle) æå°æ¨ (minimum spanning tree)ãæççµè·¯ (shortest path) å·¡åã»ã¼ã«ã¹ãã³åé¡ (traveling salesman probl
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