2.7 K-Shortest Paths Algorithm

It is an algorithm that finds multiple short paths connecting two terminals in a graph (allowing repeated vertices and edges in the paths) in constant time per path after a preprocessing stage dominated by a single-source shortest path computation.

The paths it finds are the k shortest paths in the graph, where k is a parameter given as input to the algorithm.

The k shortest paths problem has many applications for finding alternative solutions to geographic path planning problems, network routing, hypothesis generation in computational linguistics, and metabolic pathway finding in bioinformatics and sequence alignment.

2.7 K-Shortest Paths Algorithm

2.7 K-Shortest Paths Algorithm

2.7 K-Shortest Paths Algorithm

2.7 K-Shortest Paths Algorithm

2.7 K-Shortest Paths Algorithm

2.7 K-Shortest Paths Algorithm

2.7 K-Shortest Paths Algorithm

2.7 K-Shortest Paths Algorithm

2.7 K-Shortest Paths Algorithm

2.7 K-Shortest Paths Algorithm

2.7 K-Shortest Paths Algorithm

2.7 K-Shortest Paths Algorithm

2.7 K-Shortest Paths Algorithm

2.7 K-Shortest Paths Algorithm