This paper presents a technique that mathematically models relationships between operations and materials, which amends the usual technique used to model materials and resources requirement planning through mathematical programming. This technique represents operations and materials requirement planning by extending the bill of materials concept beyond the Gozinto structure. This so-called generic materials and operations planning (GMOP) problem is based on the 'stroke' concept. The decision variables are the operations (strokes) each resource is capable of, and not materials or resources. This form extends modelling capacity to transformation operations, resource and product substitution, and material transportation. It considers most conv...
This paper develops three mixed integer programming (MIP) models and solution methods to assist in i...
This paper explores materials planning procedures to ensure the materials’ availability during produ...
[[abstract]]This study presents a novel integer linear programming (ILP) model and a modified branch...
This paper addresses the Generic Materials and Operations Planning (GMOP) problem, a multi-site oper...
Part 1: Production ProcessInternational audienceThis paper addresses the Generic Materials and Opera...
[EN] A trend in up-to date developments in multi-site operations planning models is to consider in ...
Shortened product development times and more frequent product changes combined with product quality ...
This research presents a heuristic system to solve the problem of materials and operations planning ...
The supply chain management requires increasingly proposals for the production programming planning ...
Chemical industries usually involve continuous and large-scale production processes that require dem...
Remanufacturing has become an ever more important topic due to a growing need for environmentalfrien...
[[abstract]]This paper presents a new formulation technique for using Linear Programming (LP) to sol...
[EN] In this paper, we propose a new mathematical programming model for integrating production and p...
Material requirements planning (MRP) is a basic tool for performing detailed material planning funct...
The supply chains complexity generated by the dynamic market demand imposes the improvement of the c...
This paper develops three mixed integer programming (MIP) models and solution methods to assist in i...
This paper explores materials planning procedures to ensure the materials’ availability during produ...
[[abstract]]This study presents a novel integer linear programming (ILP) model and a modified branch...
This paper addresses the Generic Materials and Operations Planning (GMOP) problem, a multi-site oper...
Part 1: Production ProcessInternational audienceThis paper addresses the Generic Materials and Opera...
[EN] A trend in up-to date developments in multi-site operations planning models is to consider in ...
Shortened product development times and more frequent product changes combined with product quality ...
This research presents a heuristic system to solve the problem of materials and operations planning ...
The supply chain management requires increasingly proposals for the production programming planning ...
Chemical industries usually involve continuous and large-scale production processes that require dem...
Remanufacturing has become an ever more important topic due to a growing need for environmentalfrien...
[[abstract]]This paper presents a new formulation technique for using Linear Programming (LP) to sol...
[EN] In this paper, we propose a new mathematical programming model for integrating production and p...
Material requirements planning (MRP) is a basic tool for performing detailed material planning funct...
The supply chains complexity generated by the dynamic market demand imposes the improvement of the c...
This paper develops three mixed integer programming (MIP) models and solution methods to assist in i...
This paper explores materials planning procedures to ensure the materials’ availability during produ...
[[abstract]]This study presents a novel integer linear programming (ILP) model and a modified branch...