The Application of Floyd Algorithm for Returning Path Algorithm with Constraints of Time and Limit of Load

Under ideal condition, there are lots of Shortest Path Algorithms such as Dijkstra, Floyd, Johnson algorithms. However, putting these algorithms into use is not as we expected. The reasons cause the problem may be in the Returning Problem mentioned in the following paper. Shortest Path Algorithms on...

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Main Authors: Luo Jian Feng, Chen Yu Qiang
Format: Article
Language:English
Published: EDP Sciences 2016-01-01
Series:MATEC Web of Conferences
Subjects:
Online Access:http://dx.doi.org/10.1051/matecconf/20166305027
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spelling doaj-792c6f2d4a724b74ad47108421705feb2021-02-02T00:38:57ZengEDP SciencesMATEC Web of Conferences2261-236X2016-01-01630502710.1051/matecconf/20166305027matecconf_mmme2016_05027The Application of Floyd Algorithm for Returning Path Algorithm with Constraints of Time and Limit of LoadLuo Jian Feng0Chen Yu Qiang1Department of Computer Engineering, Dongguan PolytechnicDepartment of Computer Engineering, Dongguan PolytechnicUnder ideal condition, there are lots of Shortest Path Algorithms such as Dijkstra, Floyd, Johnson algorithms. However, putting these algorithms into use is not as we expected. The reasons cause the problem may be in the Returning Problem mentioned in the following paper. Shortest Path Algorithms only focus on the shortest path between the points, without paying attention to figure out the direct solution from the Starting Point to the Passing Points and finally to the Starting Point. A Shortest Path Algorithm applied in actual practice will be introduced in here, then another case will be introduced and analyzed to explain the following Algorithm: Under the Constraints of time and limit of Loading capacity, figure out the Shortest Path Algorithm through the Starting Point to the Passing Points and back to the Starting Point. At last , the algorithm is of feasibility and practicability.http://dx.doi.org/10.1051/matecconf/20166305027Shortest Path AlgorithmReturning PathSingle Source Point and Multi-sources PointTime Window ConstraintsLoad LimitWeighted Node
collection DOAJ
language English
format Article
sources DOAJ
author Luo Jian Feng
Chen Yu Qiang
spellingShingle Luo Jian Feng
Chen Yu Qiang
The Application of Floyd Algorithm for Returning Path Algorithm with Constraints of Time and Limit of Load
MATEC Web of Conferences
Shortest Path Algorithm
Returning Path
Single Source Point and Multi-sources Point
Time Window Constraints
Load Limit
Weighted Node
author_facet Luo Jian Feng
Chen Yu Qiang
author_sort Luo Jian Feng
title The Application of Floyd Algorithm for Returning Path Algorithm with Constraints of Time and Limit of Load
title_short The Application of Floyd Algorithm for Returning Path Algorithm with Constraints of Time and Limit of Load
title_full The Application of Floyd Algorithm for Returning Path Algorithm with Constraints of Time and Limit of Load
title_fullStr The Application of Floyd Algorithm for Returning Path Algorithm with Constraints of Time and Limit of Load
title_full_unstemmed The Application of Floyd Algorithm for Returning Path Algorithm with Constraints of Time and Limit of Load
title_sort application of floyd algorithm for returning path algorithm with constraints of time and limit of load
publisher EDP Sciences
series MATEC Web of Conferences
issn 2261-236X
publishDate 2016-01-01
description Under ideal condition, there are lots of Shortest Path Algorithms such as Dijkstra, Floyd, Johnson algorithms. However, putting these algorithms into use is not as we expected. The reasons cause the problem may be in the Returning Problem mentioned in the following paper. Shortest Path Algorithms only focus on the shortest path between the points, without paying attention to figure out the direct solution from the Starting Point to the Passing Points and finally to the Starting Point. A Shortest Path Algorithm applied in actual practice will be introduced in here, then another case will be introduced and analyzed to explain the following Algorithm: Under the Constraints of time and limit of Loading capacity, figure out the Shortest Path Algorithm through the Starting Point to the Passing Points and back to the Starting Point. At last , the algorithm is of feasibility and practicability.
topic Shortest Path Algorithm
Returning Path
Single Source Point and Multi-sources Point
Time Window Constraints
Load Limit
Weighted Node
url http://dx.doi.org/10.1051/matecconf/20166305027
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