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- W2184101507 abstract "The main objectives of this study on Travelling Salesman Routing Problems are to find out how the salesman can minimize travel costs by choosing the right route and the shortest route to the zone or area where he or she is to sell. In this study dynamic programming is used in solving routing problem of a travelling salesman from Uyo to Uruk-Akpan in Akwa Ibom State, Nigeria, so as to find the optimal distance for the sales man's trip and to minimize cost of transportation and other real life problems in the trip. From the study, the data was analyzed by using dynamic programming manually and Floyd's shortest route algorithm of Tora software 2.00 versions for the analysis. From the analysis, it was observed that and the shortest route from town 1 (Uyo) to town 10 (Uruk Akpan) goes from town 1 (Uyo) to town 3 (Itam) to town 10 (Uruk-Akpan). Checking back to the calculations, we will see that the shortest route from town 3 (Uyo) to town 10 (Uruk-Akpan) is Translating the numerical labels into real towns, we realize that the shortest route from Uyo to Uruk-Akpan passes through Uyo, Itam, Ikot Ikpe, Ikot Ekpene and Uruk-Akpan, Akwa Ibom, Nigeria. Therefore the shortest route is from town 1 - 3 - 6 - 9 - 10, and has its length as" @default.
- W2184101507 created "2016-06-24" @default.
- W2184101507 creator A5044503081 @default.
- W2184101507 date "2014-01-01" @default.
- W2184101507 modified "2023-09-26" @default.
- W2184101507 title "Modeling Of Travelling Salesman Routing Problems In Akwa Ibom State, Nigeria A Dynamic Programming Approach: Part 1" @default.
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