dijkstra_path ├─ dijkstra_path_length ├─ single_source_bellman_ford ├─ single_source_bellman_ford_path ├─ single_source_bellman_ford_path_length ├─ single_source_dijkstra ├─ single_source_dijkstra_path └─ single_source_dijkstra_path_length traversal └─ breadth_first_search ├─ ...
OSPFv3 runs the Dijkstra shortest path first algorithm on the link-state database. This algorithm selects the best path to each destination based on the sum of all the link costs for each link in the path. The shortest path for each destination...
OSPFv3 runs the Dijkstra shortest path first algorithm on the link-state database. This algorithm selects the best path to each destination based on the sum of all the link costs for each link in the path. T...
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Open Shortest Path First version 3 (OSPFv3) is a link-state protocol that uses Dijkstra's algorithm to find the shortest path to a destination. OSPFv3 is defined in IETF RFC 2740. OSPFv3 expands on OSPFv2 to provide support for IPv6 routing prefixes and the larger size of IPv6...
OSPFv2 runs the Dijkstra shortest path first algorithm on the link-state database. This algorithm selects the best path to each destination based on the sum of all the link costs for each link in the path. The resultant shortest path for each destination is then put in...
dijkstra_path ├─ dijkstra_path_length ├─ single_source_bellman_ford ├─ single_source_bellman_ford_path ├─ single_source_bellman_ford_path_length ├─ single_source_dijkstra ├─ single_source_dijkstra_path └─ single_source_dijkstra_path_length traversal └─ breadth_first_search ├─ ...
OSPFv2 runs the Dijkstra shortest path first algorithm on the link-state database. This algorithm selects the best path to each destination based on the sum of all the link costs for each link in the path. The resultant shortest path for each desti...
OSPFv3 runs the Dijkstra shortest path first algorithm on the link-state database. This algorithm selects the best path to each destination based on the sum of all the link costs for each link in the path. The shortest path for each destination is...