TRISECTIONAL FUZZY TRAPEZOIDAL APPROACH AND CONCEPT OF IN-CENTER TO INTERVAL DATA BASED TRANSPORTATION PROBLEM

ROSHIFA, ZUNIAR (2019) TRISECTIONAL FUZZY TRAPEZOIDAL APPROACH AND CONCEPT OF IN-CENTER TO INTERVAL DATA BASED TRANSPORTATION PROBLEM. Undergraduate thesis, UNDIP.

[img]
Preview
PDF
623Kb
[img]PDF
Restricted to Repository staff only

1064Kb
[img]
Preview
PDF
403Kb

Abstract

Interval data based transportation problem (IBTP) is a transportation problem where data is provided in the form of intervals: minimum amount to maximum amount. Such type of problem is difficult to solved directly using available methods for transportation problem. This raises a combination of two new thoughts to solve IBTP. Firstly IBTP is converted to fuzzy transportation problem using trisectional fuzzy trapezoidal approach and secondly a ranking technique based on in-center concept is applied for conversion to crisp number where the ranking technique be compared to roubast ranking. Next, the Least Cost – MODI method is used to determine the optimal solution. Keyword: Fuzzy transportation problem, Trapezoidal fuzzy number, Trisectional fuzzy trapezoidal approach, In-center concept, Interval data based, Roubast ranking, Least Cost – MODI.

Item Type:Thesis (Undergraduate)
Subjects:Q Science > QA Mathematics
Divisions:Faculty of Science and Mathematics > Department of Mathematics
ID Code:84224
Deposited By:Admin Departemen Matematika
Deposited On:11 Jun 2022 19:16
Last Modified:11 Jun 2022 19:16

Repository Staff Only: item control page