Scheduled transportation networks give rise to very complex and large-scale networkoptimization problems requiring innovative solution techniques and ideas from mathematical optimization and theoretical computer science. Examples of scheduled transportation include bus, ferry, airline, and railway networks, with the latter being a prime application domain that provides a fair amount of the most complex and largest instances of such optimization problems. Scheduled transport optimization deals with planning and scheduling problems over several time horizons, and substantial progress has been made for strategic planning and scheduling problems in all transportation domains.

Robustness and Recoverability: New Concepts.- The Concept of Recoverable Robustness, Linear Programming Recovery, and Railway Applications.- Recoverable Robustness in Shunting and Timetabling.- Light Robustness.- Incentive-Compatible Robust Line Planning.- A Bicriteria Approach for Robust Timetabling.- Robust Timetabling and Route Planning.- Meta-heuristic and Constraint-Based Approaches for Single-Line Railway Timetabling.- Engineering Time-Expanded Graphs for Faster Timetable Information.- Time-Dependent Route Planning.- The Exact Subgraph Recoverable Robust Shortest Path Problem.- Efficient Timetable Information in the Presence of Delays.- Robust Planning under Scarce Resources.- Integrating Robust Railway Network Design and Line Planning under Failures.- Effective Allocation of Fleet Frequencies by Reducing Intermediate Stops and Short Turning in Transit Systems.- Shunting for Dummies: An Introductory Algorithmic Survey.- Integrated Gate and Bus Assignment at Amsterdam Airport Schiphol.- Online Planning: Delay and Disruption Management.- Mining Railway Delay Dependencies in Large-Scale Real-World Delay Data.- Rescheduling Dense Train Traffic over Complex Station Interlocking Areas.- Online Train Disposition: To Wait or Not to Wait?.- Disruption Management in Passenger Railway Transportation.