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Université Paris-Dauphine, PSL Research University, Paris, France

Publications

  • Research Article   
    How predicates improve solving of supply chain problems using linear programming with binary variables
    Author(s): Vincent Giard*

    This paper, which focuses on supply chain management issues, demonstrates how predicates can reduce the existence domain of binary decision variables used in deterministic linear problems whose formulation is based on an AML-based approach (Algebraic Modelling Language). The AML-based software employs a generic problem description that is closely aligned with its mathematical formulation and a dataset to create an instance of the problem to be solved. This generic description, independent of the data, can mobilize predicates that utilize parameters from the dataset in the instance creation, thereby reducing the existence domain of binary decision variables.. Read More»
    DOI: 10.37532/2752- 8081.24.8(6).01-02

 
Google Scholar citation report
Citations : 83

Journal of Pure and Applied Mathematics received 83 citations as per Google Scholar report

Journal of Pure and Applied Mathematics peer review process verified at publons
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