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Dijkstra algorithm for finding “Single Source Shortest Path" from graph suffers if there exists any “negative edge cost". How to overcome this problem? Write an algorithm that is not biased on “negative edge cost". Also drive its time complexity.

Dijkstra algorithm for finding “Single Source Shortest Path" from graph suffers if there exists any “negative edge cost". How to overcome this problem? Write an algorithm that is not biased on “negative edge cost". Also drive its time complexity.

Operations Research : Applications and Algorithms
Operations Research : Applications and Algorithms
4th Edition
ISBN:9780534380588
Author:Wayne L. Winston
Publisher:Wayne L. Winston
Chapter8: Network Models
Section8.6: Minimum Spanning Tree Problems
Problem 3P
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Dijkstra algorithm for finding “Single Source Shortest Path" from graph suffers if there exists any “negative edge cost". How to overcome this problem? Write an algorithm that is not biased on “negative edge cost". Also drive its time complexity.
Transcribed Image Text:Dijkstra algorithm for finding “Single Source Shortest Path" from graph suffers if there exists any “negative edge cost". How to overcome this problem? Write an algorithm that is not biased on “negative edge cost". Also drive its time complexity.
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