An Investigation in the Initial Solution for Neutrosophic Transportation Problems (NTP)

Transportation issues arise often in everyday life. To ensure that the regions' needs for transported material are met at the lowest feasible cost, materials must be carried from production centers to consuming centers as quickly as possible. Operations research approaches, notably mathematical...

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Main Authors: Maissam Jdid, Huda E. Khalid
Format: Article
Language:English
Published: University of New Mexico 2022-06-01
Series:Neutrosophic Sets and Systems
Subjects:
Online Access:http://fs.unm.edu/NSS/NeutrosophicTransportationProblems4.pdf
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author Maissam Jdid
Huda E. Khalid
author_facet Maissam Jdid
Huda E. Khalid
author_sort Maissam Jdid
collection DOAJ
description Transportation issues arise often in everyday life. To ensure that the regions' needs for transported material are met at the lowest feasible cost, materials must be carried from production centers to consuming centers as quickly as possible. Operations research approaches, notably mathematical programming, are utilized to solve these recurring and daily challenges. The problem's data is transformed into a mathematical model, and then the best solution is discovered using the proper procedures. When dealing with transportation issues, we arrive at a linear mathematical model, which can be solved using the direct simplex method and its modifications. However, because of the clarity and specificity of the transportation model, scholars and researchers were able to find other methods that were easier than the simplex method.
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spelling doaj.art-2c36919a996344b381d4e43d2aee1b912022-12-22T02:37:10ZengUniversity of New MexicoNeutrosophic Sets and Systems2331-60552331-608X2022-06-0150648210.5281/zenodo.6774635An Investigation in the Initial Solution for Neutrosophic Transportation Problems (NTP)Maissam JdidHuda E. KhalidTransportation issues arise often in everyday life. To ensure that the regions' needs for transported material are met at the lowest feasible cost, materials must be carried from production centers to consuming centers as quickly as possible. Operations research approaches, notably mathematical programming, are utilized to solve these recurring and daily challenges. The problem's data is transformed into a mathematical model, and then the best solution is discovered using the proper procedures. When dealing with transportation issues, we arrive at a linear mathematical model, which can be solved using the direct simplex method and its modifications. However, because of the clarity and specificity of the transportation model, scholars and researchers were able to find other methods that were easier than the simplex method. http://fs.unm.edu/NSS/NeutrosophicTransportationProblems4.pdftransportation problemneutrosophic transportation problem (ntpinitial solutionconsumption centers (cc)production centers (pc)available quantities (aq)required quantities (rq)north-west corner methodleast-cost methodvogel's method
spellingShingle Maissam Jdid
Huda E. Khalid
An Investigation in the Initial Solution for Neutrosophic Transportation Problems (NTP)
Neutrosophic Sets and Systems
transportation problem
neutrosophic transportation problem (ntp
initial solution
consumption centers (cc)
production centers (pc)
available quantities (aq)
required quantities (rq)
north-west corner method
least-cost method
vogel's method
title An Investigation in the Initial Solution for Neutrosophic Transportation Problems (NTP)
title_full An Investigation in the Initial Solution for Neutrosophic Transportation Problems (NTP)
title_fullStr An Investigation in the Initial Solution for Neutrosophic Transportation Problems (NTP)
title_full_unstemmed An Investigation in the Initial Solution for Neutrosophic Transportation Problems (NTP)
title_short An Investigation in the Initial Solution for Neutrosophic Transportation Problems (NTP)
title_sort investigation in the initial solution for neutrosophic transportation problems ntp
topic transportation problem
neutrosophic transportation problem (ntp
initial solution
consumption centers (cc)
production centers (pc)
available quantities (aq)
required quantities (rq)
north-west corner method
least-cost method
vogel's method
url http://fs.unm.edu/NSS/NeutrosophicTransportationProblems4.pdf
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