Abstract

The following synchronization problem is studied: “There is a finite set of trains, a finite set of stations, and the engine house. Each station can hold only one train. Each train has a route to follow starting and ending at the engine house. The route may be repeated one or more times. A train may leave a station (or the engine house) only when its immediate destination is an empty station or the engine house. At the beginning all trains are placed at the engine house. The problem is to find a synchronization among train movements which allows parallel movements of trains where possible and enables the completion of each train journey”.

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