FUZZY OPTIMIZATION MODELING IN THE ANALYSIS OF HUMAN HEALTH CARE BASED ON LINEAR PROGRAMMING PROBLEM

Abstract

Communicable diseases are the diseases which can be spread from one person to the other. It can also spread from infected animals. The transfer of the infection can occur through air, water, surfaces which are contaminated or through the direct contact. Moreover, Communicable Diseases are common among people nowadays days. In this paper, Fuzzy Optimization Model is developed based on Linear Programming Problem to control the communicable diseases with minimum curing time and dosage by distributing the various treatments to the disease population in order to reduce the human productivity loss. Finally, to demonstrate the feasibility of the proposed optimization model, an analytic technique is given for some four combinable diseases with four types of treatments

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