2022
DOI: 10.1016/j.eswa.2022.117780
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An integrated location–transportation problem under value-added tax issues in pharmaceutical distribution planning

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Cited by 11 publications
(4 citation statements)
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“…The facility allocation problem aims to find the optimal placement of facilities that minimizes costs, maximizes service levels, and improves overall supply chain performance (Amin-Tahmasbi et al, 2023). The problem considers various factors such as facility coverage, facility attractiveness in terms of transportation distance, transportation costs, product availability, inventory costs, facility capacities, customer demand patterns, and service requirements (Jalal et al, 2022), (Chauhan et al, 2019), (Zahraee et al, 2020), (Che et al, 2022). Thus, the facility allocation problem is a complex optimization problem involving multiple objectives and constraints.…”
Section: Literature Reviewmentioning
confidence: 99%
“…The facility allocation problem aims to find the optimal placement of facilities that minimizes costs, maximizes service levels, and improves overall supply chain performance (Amin-Tahmasbi et al, 2023). The problem considers various factors such as facility coverage, facility attractiveness in terms of transportation distance, transportation costs, product availability, inventory costs, facility capacities, customer demand patterns, and service requirements (Jalal et al, 2022), (Chauhan et al, 2019), (Zahraee et al, 2020), (Che et al, 2022). Thus, the facility allocation problem is a complex optimization problem involving multiple objectives and constraints.…”
Section: Literature Reviewmentioning
confidence: 99%
“…Value-added Tax According to (Hoseini & Briand, 2020;Jalal et al, 2022) define: "Value Added Tax is a tax imposed on the delivery of BKP (Taxable Goods) or JKP (Taxable Services) carried out by PKP (Taxable Entrepreneurs) within the customs area or on the import of BKP". The elements contained in VAT are: 1.…”
Section: Literature Reviewmentioning
confidence: 99%
“…Yingyi and colleagues [ 10 ] enhanced the one-dimensional target constraint location model, proposing a multi-factor constrained P-median model that accounts for operating costs and employing the Particle Swarm Algorithm and Immune Genetic Algorithm to identify an optimal location. Jalal and others [ 11 ] proposed a multi-product, multi-period, multi-mode network design and distribution planning decision-making mathematical model that includes the flow of high-value goods, transportation modes, freight types, fleet size, and escort services, introducing a local branching mathematical method that leverages the hierarchical problem structure. Regal and colleagues [ 12 ] introduced a method to define zoning procedures based on socio-economic, spatial, and logistical intensity variables, aiding in urban characteristic description and comparison of their outcome profiles, thereby supporting ongoing work on urban features and urban logistics geography.…”
Section: Introductionmentioning
confidence: 99%