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PriorityQueue
This is a fibonacci-heap priority-queue implementation. That means insert: O(1) decrease_priority: Amortized O(1) delete_min: Amortized O(log n) This project is different from K. Kodamas PQueue in that it allows a decrease key operation. That makes PriorityQueue usable for algorithms like dijkstras shortest path algorithm, while PQueue is more suitable for Heapsort and the like.
Total
Ranking: 10,055 of 191,254
Downloads: 306,208
Daily
Ranking: 20,668 of 191,174
Downloads: 12
Downloads Trends
Ranking Trends
Num of Versions Trends
Popular Versions (Major)
Popular Versions (Major.Minor)
Depended by
| Rank | Downloads | Name |
|---|---|---|
| 11,769 | 220,072 | lrucache |
| 33,098 | 39,819 | qrpc |
| 64,715 | 16,048 | ruck |
| 79,241 | 11,894 | gamelan |
| 99,765 | 8,253 | calabash-extras |
| 117,588 | 6,040 | mendel |
| 124,084 | 5,362 | huffman |
| 126,676 | 5,136 | dijkstra_graph |
| 134,123 | 4,672 | unified-queues |
| 138,519 | 4,424 | maca-gamelan |
| 138,519 | 4,424 | maca-gamelan |
| 147,236 | 3,955 | jvoorhis-gamelan |
| 148,797 | 3,885 | wonderland |
Depends on
| Rank | Downloads | Name |
|---|
Owners
| # | Gravatar | Handle |
|---|---|---|
| 1 | bschroed |