We summarize our experience in solving combinatorial optimization problems arising in railway planning, illustrating all of these problems as integer multicommodity flow ones and discussing the main features of the mathematical programming models that were successfully used in the 1990s and in recent years to solve them
We consider the design of line plans in public transport at a minimal total cost. Both, linear and n...
In the context of this dissertation we consider two mathematical optimization problems. The first c...
The network design problem for railway infrastructure NDRI aims to find a network of railway infrast...
We summarize our experience in solving combinatorial optimization problems arising in railway planni...
This is a summary of the author’s PhD thesis supervised by Alberto Caprara and Paolo Toth and defend...
The optimal track allocation problem (OPTRA) is to find, in a given railway network, a conflict free...
Planning and operating railway transportation systems is an extremely hard task due to the combinato...
This paper introduces two Mixed Integer Linear Programming (MILP) models for railway traffic plannin...
We propose a model for the integrated optimization of vehicle rotations and vehicle compositions in ...
We review the main optimization problems that are faced in the planning of a passenger railway syste...
[EN] The problem studied in this paper takes as input data a set of lines forming a railway network,...
Optimization of operations in transportation logistics may often be mathematically modelled as 0-1 i...
Solution techniques for combinatorial optimization and integer programming problems are core discipl...
In this paper, distributed optimization approaches are developed for the planning of maintenance ope...
This dissertation presents a case-based approach for the development of learning heuristics for solv...
We consider the design of line plans in public transport at a minimal total cost. Both, linear and n...
In the context of this dissertation we consider two mathematical optimization problems. The first c...
The network design problem for railway infrastructure NDRI aims to find a network of railway infrast...
We summarize our experience in solving combinatorial optimization problems arising in railway planni...
This is a summary of the author’s PhD thesis supervised by Alberto Caprara and Paolo Toth and defend...
The optimal track allocation problem (OPTRA) is to find, in a given railway network, a conflict free...
Planning and operating railway transportation systems is an extremely hard task due to the combinato...
This paper introduces two Mixed Integer Linear Programming (MILP) models for railway traffic plannin...
We propose a model for the integrated optimization of vehicle rotations and vehicle compositions in ...
We review the main optimization problems that are faced in the planning of a passenger railway syste...
[EN] The problem studied in this paper takes as input data a set of lines forming a railway network,...
Optimization of operations in transportation logistics may often be mathematically modelled as 0-1 i...
Solution techniques for combinatorial optimization and integer programming problems are core discipl...
In this paper, distributed optimization approaches are developed for the planning of maintenance ope...
This dissertation presents a case-based approach for the development of learning heuristics for solv...
We consider the design of line plans in public transport at a minimal total cost. Both, linear and n...
In the context of this dissertation we consider two mathematical optimization problems. The first c...
The network design problem for railway infrastructure NDRI aims to find a network of railway infrast...