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An O(tm log D) Algorithm for shortest paths

Discrete Applied Mathematics (1980) 2(2) 151-153
DOI: 10.1016/0166-218X(80)90004-9
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Abstract

An implementation of Dykstra's shortest paths algorithm is proposed, which requires O(m log D) computations in worst case, where m denotes the number of arcs and D the length of the longest arc of the graphs considered. To this effect, a data structure called binary counting tree is introduced. © 1980.

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APA

Hansen, P. (1980). An O(tm log D) Algorithm for shortest paths. Discrete Applied Mathematics, 2(2), 151–153. https://doi.org/10.1016/0166-218X(80)90004-9

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