MINMAX REGRET MASALAH OPTIMASI KOMBINATORIAL DENGAN DATA INTERVAL

In this final project, we discuss about combinatorial optimization problem with data interval by using minmax regret decision theory. At the beginning of discussion will begins with a discussion of common optimization problem, then from the usual optimization problems are brought into a state of unc...

Full description

Bibliographic Details
Main Authors: , QORIATUN MARYAMAH, , Ari Suparwanto, M.SiDr. rer. Nat
Format: Thesis
Published: [Yogyakarta] : Universitas Gadjah Mada 2014
Subjects:
ETD
Description
Summary:In this final project, we discuss about combinatorial optimization problem with data interval by using minmax regret decision theory. At the beginning of discussion will begins with a discussion of common optimization problem, then from the usual optimization problems are brought into a state of uncertainty, giving rise to an interval under the assumption that the optimization problem will achieve the optimum in the range of the interval. Using the concept of scenarios and by using minmax decision theory to obtain optimal state that minimizes a loss. Further examples are given the minimum spanning tree, shortest path and minimum assignment by using minmax regret decision theory.