Prim's algorithm
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Prim's algorithm
Summary
Prim's algorithm is an algorithm[1]. It ranks in the top 7% of algorithm entities by monthly Wikipedia readership (367 views/month).[2]
Key Facts
- Prim's algorithm is credited with the discovery of Vojtěch Jarník[3].
- Prim's algorithm is credited with the discovery of Robert C. Prim[4].
- Prim's algorithm is credited with the discovery of Edsger W. Dijkstra[5].
- Prim's algorithm's instance of is recorded as algorithm[6].
- Prim's algorithm's instance of is recorded as graph algorithm[7].
- Prim's algorithm's instance of is recorded as greedy algorithm[8].
- Robert C. Prim is named after Prim's algorithm[9].
- Vojtěch Jarník is named after Prim's algorithm[10].
- Prim's algorithm's has use is recorded as minimum spanning tree[11].
- Prim's algorithm's has use is recorded as decision tree[12].
- Prim's algorithm's Commons category is recorded as Prim's algorithm[13].
- Prim's algorithm's Freebase ID is recorded as /m/0f2jn[14].
- Prim's algorithm's worst-case time complexity is recorded as O(|E| + |V| \log |V|)[15].
- Prim's algorithm's worst-case time complexity is recorded as O((|V| + |E|) \log |V|) = O(|E| \log |V|)[16].
- Prim's algorithm's worst-case time complexity is recorded as O(|V|^2)[17].
- Prim's algorithm's Dictionary of Algorithms and Data Structures ID is recorded as PrimsAlgorithm[18].
- Prim's algorithm's Dictionary of Algorithms and Data Structures ID is recorded as PrimJarniacutek[19].
- Prim's algorithm's Dictionary of Algorithms and Data Structures ID is recorded as primJarnik[20].
- Prim's algorithm's Microsoft Academic ID is recorded as 1649724[21].
- Prim's algorithm's OpenAlex ID is recorded as C1649724[22].
Body
Designation and Status
Recorded instance of include algorithm[6], graph algorithm[7], and greedy algorithm[8].
History and Context
Things named after include Robert C. Prim[9], a mathematician[23], 1921–2021[24], of United States[25] and Vojtěch Jarník[10], a mathematician[26], 1897–1970[27], of Austria–Hungary[28], awarded the Order of Labour (Czechoslovakia)[29], specialised in number theory[30].
Why It Matters
Prim's algorithm ranks in the top 7% of algorithm entities by monthly Wikipedia readership (367 views/month).[2] It has Wikipedia articles in 25 language editions, a strong signal of global cultural recognition.[31] It is known by 22 alternative names across languages and contexts.[32]