Solving interval-valued intuitionistic trapezoidal assignment problem using Hungarian methodology.

This paper examines the assignment problem in which the main motive is to reduce the cost of allocating jobs to persons built on one-to-one basis. Eventually, scheduling jobs plays a significant role in fabricating and in favor of industries. The jobs are scheduled to the candidates by using new interval arithmetic operations. Here, the domains are selected as interval-valued intuitionistic trapezoidal fuzzy numbers and the optimal solution is progressed by Hungarian method. Numerical illustration is demonstrated in allocating work to the individual and finally the optimal results are addressed. [ABSTRACT FROM AUTHOR]