In The Field Of Combinatorial Optimization Problems, The Vehicle Routing Problem (vrp) Is One Of The Most Challenging. Defined More Than 40 Years Ago, The Problem Involves Designing The Optimal Set Of Routes For Fleets Of Vehicles For The Purpose Of Serving A Given Set Of Customers. Interest In Vrp
The Vehicle Routing Problem || 3. Branch-And-Cut Algorithms for the Capacitated VRP
β Scribed by Toth, Paolo; Vigo, Daniele
- Book ID
- 120068467
- Publisher
- Society for Industrial and Applied Mathematics
- Year
- 2002
- Tongue
- English
- Weight
- 252 KB
- Category
- Article
- ISBN
- 0898718511
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β¦ Synopsis
In The Field Of Combinatorial Optimization Problems, The Vehicle Routing Problem (vrp) Is One Of The Most Challenging. Defined More Than 40 Years Ago, The Problem Involves Designing The Optimal Set Of Routes For Fleets Of Vehicles For The Purpose Of Serving A Given Set Of Customers. Interest In Vrp Is Motivated By Its Practical Relevance As Well As Its Considerable Difficulty.
π SIMILAR VOLUMES
In The Field Of Combinatorial Optimization Problems, The Vehicle Routing Problem (vrp) Is One Of The Most Challenging. Defined More Than 40 Years Ago, The Problem Involves Designing The Optimal Set Of Routes For Fleets Of Vehicles For The Purpose Of Serving A Given Set Of Customers. Interest In Vrp
In The Field Of Combinatorial Optimization Problems, The Vehicle Routing Problem (vrp) Is One Of The Most Challenging. Defined More Than 40 Years Ago, The Problem Involves Designing The Optimal Set Of Routes For Fleets Of Vehicles For The Purpose Of Serving A Given Set Of Customers. Interest In Vrp
Combinatorial optimization problems arise commonly in logistics applications. The most successful approaches to date for solving such problems involve modeling them as integer programs and then applying some variant of the branch and bound algorithm. Although branch and bound is conceptually easy to