%A NIM.: 21106010013 Putri Farrah Sasmitha Candra
%O Dr. Muhammad Wakhid Musthofa, S.Si., M.Si
%T PENYELESAIAN MASALAH TRANSPORTASI FUZZY MELALUI PENDEKATAN PERHITUNGAN YANG EFISIEN DAN UJI OPTIMASI DENGAN METODE MODI
%X The transportational problem is a special form of linear programming problem that
aims to minimize the cost of shipping items from sources to destinations. However,
in practice, transportation problems often involve uncertainties in parameters such
as cost, supply, and demand. To address these uncertainties, a fuzzy approach is
applied. A fuzzy transportation problem is one in which all parameters are
represented by fuzzy numbers. This research aims to solve transportation problems
with uncertain parameters using an efficient computational approach, followed by
an optimization test using the MODI (Modified Distribution) Method. All data or
parameters in the transportation problem are represented by trapezoidal fuzzy
numbers, and all calculations adhere to the rules of arithmetic operations for
trapezoidal fuzzy numbers. An efficient computational approach is used to
determine an initial feasible solution, which is then tested for optimality using the
MODI Method. The results of this study indicate that the applied approach and
method produce an efficient solution, even in the presence of uncertainty.
%K Masalah Transportasi, Himpunan Fuzzy, Masalah Transportasi Fuzzy,
Bilangan Fuzzy Trapesium, Metode MODI
%D 2025
%I UIN SUNAN KALIJAGA YOGYAKARTA
%L digilib71760