JOURNAL ARTICLE

Towards shortest path computation using Dijkstra algorithm

Abstract

Shortest Path issue plays an important role in applications of road network such as handling city emergency way and guiding driver system. The concepts of network analysis with traffic issues are recognized. The condition of traffic among a city changes periodically and there are usually large amounts of requests occur, it needs to be solve quickly. By using the Dijkstra's Algorithm, the above problems can be solved through shortest paths. The shortest path and the best path is computed based on the problem of traffic condition shortest path. This plays an important role in navigation systems as it can help to make sensible decision and time saving decisions. The main purpose is to get the implementation at low cost. Thus, it brings a new framework called towards shortest path which enables drivers to quickly and effectively collect the shortest path as well as alternative path and traffic information. An impressive the result is that the driver can get their shortest path result and also gives alternative paths for the same route with the traffic count. Our experimental resultsfind that it is better invarious parameters and it gives relatively fast response time, for shortest path problem.

Keywords:
Shortest path problem K shortest path routing Constrained Shortest Path First Yen's algorithm Shortest Path Faster Algorithm Dijkstra's algorithm Computer science Pathfinding Euclidean shortest path Path (computing) Longest path problem Private Network-to-Network Interface Average path length Algorithm Mathematical optimization Computation Mathematics Theoretical computer science Computer network Routing (electronic design automation) Graph Routing protocol Link-state routing protocol

Metrics

63
Cited By
2.43
FWCI (Field Weighted Citation Impact)
6
Refs
0.89
Citation Normalized Percentile
Is in top 1%
Is in top 10%

Citation History

Topics

Data Management and Algorithms
Physical Sciences →  Computer Science →  Signal Processing
Traffic Prediction and Management Techniques
Physical Sciences →  Engineering →  Building and Construction
Transportation Planning and Optimization
Social Sciences →  Social Sciences →  Transportation

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