JOURNAL ARTICLE

Applying Dijkstra Algorithm For Solving Neutrosophic Shortest Path Problem

Broumi, SaidBakali, AssiaTalea, MohamedSmarandache, FlorentinLuige Vladareanu

Year: 2016 Journal:   Zenodo (CERN European Organization for Nuclear Research)   Publisher: European Organization for Nuclear Research

Abstract

The selection of shortest path problem is one the classic problems in graph theory. In literature, many algorithms have been developed to provide a solution for shortest path problem in a network. One of common algorithms in solving shortest path problem is Dijkstra’s algorithm. In this paper, Dijkstra’s algorithm has been redesigned to handle the case in which most of parameters of a network are uncertain and given in terms of neutrosophic numbers. Finally, a numerical example is given to explain the proposed algorithm.

Keywords:
Yen's algorithm Shortest path problem K shortest path routing Shortest Path Faster Algorithm Euclidean shortest path Widest path problem Constrained Shortest Path First Dijkstra's algorithm

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Language and cultural evolution
Social Sciences →  Social Sciences →  Cultural Studies
Computability, Logic, AI Algorithms
Physical Sciences →  Computer Science →  Computational Theory and Mathematics
Syntax, Semantics, Linguistic Variation
Social Sciences →  Arts and Humanities →  Language and Linguistics
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