Transportation Problem Pdf Pdf In this paper, a multiobjective transportation problem with multichoice random parameters is proposed in which the parameters, supply and demand, are treated as random variables that follow gaussian distributions with known means and variances. This paper presents a multi choice stochastic transportation problem (tp) where the supply and demand parameters of the constraints follow weibull distribution.
Pdf Stochastic Transportation Inventory Network Design Problem This paper presents a multi choice stochastic transportation problem (tp) where the supply and demand parameters of the constraints follow weibull distribution. A stochastic transportation problem in which the source parameters are either cauchy random variables or multi choice type and the demand parameters are either multi choice type or cauchy random variables is presented in this paper. In this paper, a fractional stochastic transportation problem (mcfstp) is con sidered in which the objective function is in the ratio such that the cost and the corresponding profit are in multi choice type. In this paper, a multi objective model of transportation problem with multi choice parameters is presented. the alternative choices of the multi choice paramete.
Pdf Stochastic Transportation Network Design Problem With Spatial In this paper, a fractional stochastic transportation problem (mcfstp) is con sidered in which the objective function is in the ratio such that the cost and the corresponding profit are in multi choice type. In this paper, a multi objective model of transportation problem with multi choice parameters is presented. the alternative choices of the multi choice paramete. The problem states that the parameters supply and demand are multi choice in which alternative choices are considered as the independent random variable, which follows the normal distribution with mean (m) and variance (s 2). Many authors have presented studies of multi choice stochastic transportation problem (mcstp) where availability and demand parameters follow a particular probability distribution (such as exponential, weibull, cauchy or extreme value). The problem states that the parameters supply and demand are multi choice in which alternative choices are considered as the independent random variable, which follows the normal distribution with mean (μ) and variance (σ2). Mahapatra [2] considers a model of a multichoice sto chastic transportation problem (mcstp), where the supply and demand parameters of the constraints follow extreme value distribution. some of the cost coefficients of the ob jective function are a multichoice type.
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