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| author | Sadeep Madurange <sadeep@asciimx.com> | 2025-12-06 21:14:22 +0800 |
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| committer | Sadeep Madurange <sadeep@asciimx.com> | 2025-12-06 21:14:22 +0800 |
| commit | 2c3d7cd47104017f3858ee79fbd6976046448dab (patch) | |
| tree | aeb62aef51eb40c7e89f08751789d5eedb065c90 /_archive/neo4j-a-star-search.md | |
| parent | f33c398584f1777413d063182b0a22d6c1fd8610 (diff) | |
| download | www-2c3d7cd47104017f3858ee79fbd6976046448dab.tar.gz | |
Neo4J.
Diffstat (limited to '_archive/neo4j-a-star-search.md')
| -rw-r--r-- | _archive/neo4j-a-star-search.md | 5 |
1 files changed, 3 insertions, 2 deletions
diff --git a/_archive/neo4j-a-star-search.md b/_archive/neo4j-a-star-search.md index bbe80a6..8fbf67a 100644 --- a/_archive/neo4j-a-star-search.md +++ b/_archive/neo4j-a-star-search.md @@ -9,8 +9,9 @@ Back in 2018, we used <a href="https://neo4j.com/" class="external" target="_blank" rel="noopener noreferrer">Neo4J</a> graph database to track the movement of marine vessels. We were interested in the shortest path a ship could take through a network of about 13,000 route points. Algorithms based on -graph theory, such as A* search, provide an optimal solution to this -problem. Therefore, it was useful to model the set of route points as a graph. +graph theory, such as A* search, provide optimal solutions to such problems. +In other words, the set of route points lends itself well to a model based on +graphs. A graph is a finite set of vertices, and a subset of vertex pairs (edges). Edges can have weights. In the case of vessel tracking, the route points form |
