This paper establishes a rough multiple objective programming model for a solid
transportation problem. Furthermore, a general model for rough multiple objective …

This study attempts to establish an innovative solid transportation problem that intends to
maximize profit under the rough interval approximation methodology. Two transportation …

This research studies a transportation problem to minimize total transportation cost under
the rough interval approximation by considering the multi-modal transport framework …

In this paper, a linear programming (LP) problem is considered where some or all of its
coefficients in the objective function and/or constraints are rough intervals. In order to solve …

An algorithm for the solution of the fuzzy rough linear programming (FRLP) problems with
triangular fuzzy rough number parameters is proposed to overcome the uncertainty in …

In this paper, we formulate a practical solid transportation problem with product blending
which is a common issue in many operational and planning models in the chemical …

Since V. Pareto introduced the concept of optimal solution in 1896, multiple objective
decision making (also called vector optimization decision making) has been found many …

Classical mathematics is usually crisp while most real-life problems are not; therefore,
classical mathematics is usually not suitable for dealing with real-life problems. In this article …

FUZZY INTERVAL INTEGER TRANSPORTATION PROBLEMS Page 1 FUZZY INTERVAL
INTEGER TRANSPORTATION PROBLEMS P. Pandian1∗, G. Natarajan2 and A. Akilbasha3 …

In this paper, some practical solid transportation models are formulated considering per trip
capacity of each type of conveyances with crisp and rough unit transportation costs. This is …