Dynamic Discrete Programming with Partially Ordered Criteria Set
Tadeusz Trzaskalik, Sebastian Sitarz · 2002
This paper presents a model of dynamic, discrete, decision-making problem with partially ordered set (exactly the set with transitive and antisymmetric relation). We also show Bellman’s Principle of this kind of a problem by means of properties of maximal elements. Numerical procedures are formulated and an example is given for illustrative purposes. In this example we apply fuzzy parameters of the model.