Multidisciplinary Scheduling: Theory and Applications

Fundamentals of Scheduling.- Is Scheduling a Solved Problem?.- Formulations, Relaxations, Approximations, and Gaps in the World of Scheduling.- Order Scheduling Models: An Overview.- Multi-criteria Scheduling.- Scheduling in Software Development Using Multiobjective Evolutionary Algorithms.- Scheduling Unit Execution Time Tasks on Two Parallel Machines with the Criteria of Makespan and Total Completion Time.- Personnel Scheduling.- Task Scheduling Under Gang Constraints.- Scheduling in Space.- Constraint-Based Random Search for Solving Spacecraft Downlink Scheduling Problems.- Scheduling the Internet.- Towards an XML-Based Standard for Timetabling Problems: TTML.- A Scheduling Web Service.- Machine Scheduling.- An O(N log N) Stable Algorithm for Immediate Selections Adjustments.- An Efficient Proactive-Reactive Scheduling Approach to Hedge Against Shop Floor Disturbances.- A Dynamic Model of Tabu Search for the Job-Shop Scheduling Problem.- Bin Packing.- The Best-Fit Rule for Multibin Packing: An Extension of Graham’s List Algorithms.- Educational Timetabling.- Case-Based Initialisation of Metaheuristics for Examination Timetabling.- An Investigation of a Tabu-Search-Based Hyper-Heuristic for Examination Timetabling.- Sports Scheduling.- Round Robin Tournaments with One Bye and No Breaks in Home-Away Patterns Are Unique.- Transport Scheduling.- Rail Container Service Planning: A Constraint-Based Approach.- Rule-Based System for Platform Assignment in Bus Stations.- Measuring the Robustness of Airline Fleet Schedules.