Pages that link to "Item:Q931091"

The following pages link to Multi-objective decision making model under fuzzy random environment and its application to inventory problems (Q931091):

Displaying 29 items.

• Stackelberg solutions for fuzzy random bilevel linear programming through level sets and probability maximization (Q373238) (← links)
• Interactive fuzzy random two-level linear programming through fractile criterion optimization (Q410069) (← links)
• Stackelberg solutions for fuzzy random two-level linear programming through probability maximization with possibility (Q423154) (← links)
• Stackelberg solutions for fuzzy random two-level linear programming through level sets and fractile criterion optimization (Q441040) (← links)
• Interactive fuzzy random two-level linear programming based on level sets and fractile criterion optimization (Q497134) (← links)
• A probability maximization model based on rough approximation and its application to the inventory problem (Q541826) (← links)
• Interactive multiobjective fuzzy random programming through the level set-based probability model (Q545308) (← links)
• Increasing selective pressure towards the best compromise in evolutionary multiobjective optimization: the extended NOSGA method (Q621628) (← links)
• Fuzzy decision making for fuzzy random multiobjective linear programming problems with variance covariance matrices (Q726352) (← links)
• A class of multi-objective expected value decision-making model with birandom coefficients and its application to flow shop scheduling problem (Q730912) (← links)
• Integrated material-financial supply chain master planning under mixed uncertainty (Q781042) (← links)
• Modelling redundancy allocation for a fuzzy random parallel-series system (Q843161) (← links)
• A note on ``solving linear programming problems under fuzziness and randomness environment using attainment values'' (Q845313) (← links)
• Multi-objective inventory models of deteriorating items with some constraints in a fuzzy environment. (Q1406723) (← links)
• Multidemand multisource order quantity allocation with multiple transportation alternatives (Q1665467) (← links)
• Retrofitting transportation network using a fuzzy random multiobjective bilevel model to hedge against seismic risk (Q1724267) (← links)
• An equilibrium chance-constrained multiobjective programming model with birandom parameters and its application to inventory problem (Q1789877) (← links)
• Pareto-optimal solution for multiple objective linear programming problems with fuzzy goals (Q1794505) (← links)
• An improvement for fuzzy stochastic goal programming problems (Q1993239) (← links)
• A multiobjective multi-item inventory control problem in fuzzy-rough environment using soft computing techniques (Q2260527) (← links)
• A multi-objective decision-making model with fuzzy rough coefficients and its application to the inventory problem (Q2269818) (← links)
• A multi-item multi-objective inventory model in exponential fuzzy environment using chance-operator techniques (Q2275072) (← links)
• A class of fuzzy rough expected value multi-objective decision making model and its application to inventory problems (Q2389756) (← links)
• A fuzzy random resource-constrained scheduling model with~multiple projects and its application to a working procedure in a large-scale water conservancy and hydropower construction project (Q2434282) (← links)
• Decision process for multiobjective, multi-item production-inventory system via interactive fuzzy satisficing technique (Q2485510) (← links)
• Multi-objective imperfect production inventory model in fuzzy rough environment via genetic algorithm (Q2627448) (← links)
• Minimizing OHS risks with spherical fuzzy sets as a verdict to inventory management: a case regarding energy companies (Q2676027) (← links)
• Fuzzy-chance constrained multi-objective programming applications for inventory control model (Q2908249) (← links)
• Multiobjective Programming Problems Involving Fuzzy Coefficients, Random Variable Coefficients and Fuzzy Random Variable Coefficients (Q3448633) (← links)