Optimisation in Synchromodal Logistics: From Theory to Practice

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This book introduces the advances in synchromodal logistics and provides a framework to classify various optimisation problems in this field. It explores the application of this framework to solve a broad range of problems, such as problems with and without a central decision-maker, problems with and without full information, deterministic problems, problems coping with uncertainty, optimisation of a full network design problem. It covers theoretical constructs, such as discrete optimisation, robust optimisation, optimisation under uncertainty, multi-objective optimisation and agent based equilibrium models. Moreover, practical elaborated use cases are presented to deepen understanding. 

The book gives both researchers and practitioners a good overview of the field of synchromodal optimisation problems and offers the reader practical methods for modelling and problem-solving.

Author(s): Frank Phillipson
Series: Lecture Notes in Operations Research
Publisher: Springer
Year: 2023

Language: English
Pages: 296
City: Cham

Preface
References
Acknowledgements
Contents
Acronyms
Part I Introduction
1 Categorisations of Optimisation Problems in Synchromodal Logistics
Introduction
Context of Synchromodal Logistics
Literature
Optimisation Framework
Changing Position in the Framework
Complexity and Self-Organisation
Uncertainty and Scope of Optimisation
Conclusion
References
2 Framework of Synchromodal Transportation Problems
Introduction
Literature
Framework Identifiers and Elements
Identifiers
Elements
Notation
Six-Field Notation
Two-Column Notation
On the Two Notations
Examples
Solution Method Mapping
Relationship to VRP Terminology
Discussion
References
Part II Solving MCMCF Problems
3 Deterministic Container-to-Mode Assignment
Introduction
Modelling the Problem as a MCMC Flow Problem on a Space–Time Network
Space–Time Networks
Minimum-Cost Multi-Commodity Flow
Allowing Lateness with Virtual Sinks
Solving to Optimality
Infinite Resource Models and the Corresponding Graph Reductions
Double Matrix Infinite Resources
Other Or No Infinite Resources
Numerical Results
Discussion
Added Value
Conclusion
References
4 Stochastic Container-to-Mode Assignment
Introduction
Concepts and Definitions
Transit Ideas and Transit Instances
Request Ideas and Request Instances
Omnifutures
Finite Window Methods and Rolling Window Methods
Locked Futures and Future Trees
Demifutures
Solving to Optimality
Two-Stage Stochastic Programming
Multistage Stochastic Programming: An Illustrative Example
Why Multistage Stochastic Programming Is Not Used
Markov Decision Processes
Single Future Iteration Heuristics
Expected Future Iteration
Partially Pessimistic Future Iteration
Numerical Results
Discussion
Added Value
Conclusion
References
5 Deterministic Operational Freight Planning
Introduction
Notation of Variables and Parameters
Problem Features
A Note on Labour Conditions
Solving to Optimality
ILP Formulation
Speed-up from Additional Constraints
Greedy Gain Heuristic
Compatibility Clustering Heuristic
Used Metrics
Description of Algorithm
Numerical Results
Discussion
Added Value
Conclusion
References
6 Alternative Performance Indicators for Optimising Container Assignment in a Synchromodal TransportationNetwork
Introduction
Attributes
Robustness
Flexibility
Definitions
Customer Satisfaction
Conclusions
References
7 Decision Making in a Dynamic Transportation Network: A Multi-Objective Approach
Introduction
Multi-Objective Analysis
Multi-Objective Approach
Proposed Approach
Example
Conclusions and Future Work
Reference
8 Reduction of Variables for Solving Logistic Flow Problems
Introduction
Multi-Commodity Network Design Problem
Variable Reductions
Commodity Reductions
Vehicle Reductions
Arc Reductions
Location Reductions
Time Reductions
Results
Conclusion
References
9 Cutting Planes for Solving Logistic Flow Problems
Introduction
Cutting Planes
General Cuts
Symmetry Breaking Cut
Arc Residual Capacity Cut
Cutset Cut
Strong Cut
Results and Conclusions
References
Part III Synchromodal Logistics as Selfish Systems
10 Optimising Routing in an Agent-Centric Synchromodal Network with Shared Information
Introduction
Literature Review
Models
Assumptions
Description of Simulation
Public Information Models
Model 1: Minimum-Cost Routing Without Rerouting
Model 2: Minimum-Cost Routing with Rerouting
Full Information Model
Model 3: Full Information, User Equilibrium Routing
Results
Conclusions
References
11 User Equilibrium in a Transportation Space-Time Network
Introduction
Literature Review
User Equilibrium in STN
Numerical Examples
Conclusions
References
12 Fair User Equilibrium in a Transportation Space-Time Network
Introduction
Fair User Equilibrium in STN
Finding Connected Components in STN
Tolls on Orders
Finding a User Equilibrium
Existence of Solutions
Path Tolls Based on Order Fairness
Finding a User Equilibrium
Existence of Solutions
Conclusions and Future Research
References
Part IV Applications
13 Simulation Approach for Container Assignment underUncertainty
Introduction
Problem Description
Simulation Approach
Start of the Algorithm
Decision Space
Trivial Decisions
Decision (ta, TRot) to (ta + 1, TRot)
Decision (ta, Origin) to (ta + 7, TRot)
Remaining Decisions
Solving the ILP
Results
Design of Experiments
Benchmark Solution Methods
Numerical Results
Conclusions and Further Research
References
14 Optimising and Recognising 2-Stage Delivery Chains with Time Windows
Introduction
Optimisation
Problem Description
First Stage
Fixed Penalty
Penalty as Function of Delay
Penalty is Random Variable, Independent of X
Second Stage
Second Time Slot Without Penalty in the First Time Slot
Propagation of Penalty: Second Time Slot with Penalty
Case
Recognising Time Windows in Data
Analysis
Limitations
Conclusions
References
15 Two-Step Approach for the Multi-Objective Container Assignment Problem with Barge Scheduling
Introduction
Schedule Construction
Methodology
Illustrative Example
Container Assignment
Conclusion
References
16 A Robust Optimisation Approach to Synchromodal Container Transportation
Introduction
Use Case
Practical Setting
Base Instance
Deterministic Problem Formulation
Deterministic Model
Additional Remarks
Robust Problem Formulation
Robust Optimisation Paradigm
The Robust Counterpart
Adjustable Robust Optimisation
Robust Optimisation for Mixed Integer Programs
Robust Model
Computational Results
Instance Generation
Results of Deterministic Model
Results of Robust Model
High Lateness Penalties
Low Lateness Penalties
Discussion
References
Index