Consider the extremal algebra[Figure not available: see fulltext.]=(ℝ∪{∞},min,+), using + and min instead of addition and multiplication. This extremal algebra has been successfully applied to a lot of scheduling problems. In this paper the behavior of the powers of a matrix over[Figure...

Einführung -- Einführung in die Problematik -- Thematische Grundlagen -- Untersuchungsgebiete – reale Verkehrsbeispiele -- Automatisches Erzeugen von Taktfahrplänen -- Theoretische Grundlagen -- Praktische Umsetzung -- Maximierung von getakteten Systemtrassen -- Maximalstrom mit dynamischer...

Consider the extremal algebra[Figure not available: see fulltext.]=(ℝ∪{∞},min,+), using + and min instead of addition and multiplication. This extremal algebra has been successfully applied to a lot of scheduling problems. In this paper the behavior of the powers of a matrix over[Figure...