Companies operating in the textile sector aim at reducing the overall environmental impact of their products in order to obtain certification for them. This implies on optimization of the whole supply chain. The intrinsically high uncertainty that characterizes environmental impacts has to be taken into account during such an optimization. This problem can be modeled as a k-robust shortest paths problem with interval data, and we present an exact algorithm to tackle it. The method presented, based on some theoretical insights, is validated through some experimental results that show its effectiveness in solving problems arising in different sectors and not only in the supply chain optimization domain
We consider a robust shortest path problem when the cost coefficient is the product of two uncertain...
The traveling salesman problem is one of the most famous combinatorial optimization problems, and ha...
This paper focuses on the design of a distribution network problem in a three-tiered supply chain un...
Companies operating in the textile sector aim at reducing the overall environmental impact of their ...
The robust deviation shortest path problem with interval data is studied in this paper. After the...
Many real transport and telecommunications problems can be rep-resented in mathematical terms as sho...
The robust shortest path problem is a network optimization problem that can be defined to deal with ...
Many real problems can be modelled as robust shortest path problems on interval digraphs, where inte...
In optimization, it is common to deal with uncertain and inaccurate factors which make it difficult ...
Many real problems can be modelled as robust shortest path problems on digraphs with interval costs,...
The traveling salesman problem is one of the most famous combinatorial optimization problems, and ha...
Data coming from real-world applications are very often affected by uncertainty. On theother hand, i...
National audienceThe shortest path problem in a network with nonnegative arc lengths can be solved e...
Many real problems can be modelled as robust shortest path problems on digraphs with interval costs,...
Real road networks can be modelled in mathematical terms as interval digraphs, where an interval of ...
We consider a robust shortest path problem when the cost coefficient is the product of two uncertain...
The traveling salesman problem is one of the most famous combinatorial optimization problems, and ha...
This paper focuses on the design of a distribution network problem in a three-tiered supply chain un...
Companies operating in the textile sector aim at reducing the overall environmental impact of their ...
The robust deviation shortest path problem with interval data is studied in this paper. After the...
Many real transport and telecommunications problems can be rep-resented in mathematical terms as sho...
The robust shortest path problem is a network optimization problem that can be defined to deal with ...
Many real problems can be modelled as robust shortest path problems on interval digraphs, where inte...
In optimization, it is common to deal with uncertain and inaccurate factors which make it difficult ...
Many real problems can be modelled as robust shortest path problems on digraphs with interval costs,...
The traveling salesman problem is one of the most famous combinatorial optimization problems, and ha...
Data coming from real-world applications are very often affected by uncertainty. On theother hand, i...
National audienceThe shortest path problem in a network with nonnegative arc lengths can be solved e...
Many real problems can be modelled as robust shortest path problems on digraphs with interval costs,...
Real road networks can be modelled in mathematical terms as interval digraphs, where an interval of ...
We consider a robust shortest path problem when the cost coefficient is the product of two uncertain...
The traveling salesman problem is one of the most famous combinatorial optimization problems, and ha...
This paper focuses on the design of a distribution network problem in a three-tiered supply chain un...