Application of Lattice Implication Algebra on Finite Chain in Inventory Model Uncertainty
Li Yang · Mohu xitong yu shuxue · 2012
Lattice implication algebra is a logic algebra that has been widely used for dealing with uncertainty information.This paper,starting from the practical problems,selects the common linguistic values and establishes a concrete lattice implication algebra on the finite chain,then,gives some arithmetic operations and the corresponding rules through the definitions of binary operations on the lattice implication algebra,so that,uncertainty information can be made directly computing.Further,the established lattice implication algebra can be applied in inventory management with uncertainty information and the corresponding inventory model can be also established.In order to solve the optimal problem,the economic order quantities were obtained by using the operation rules above.