Matrixpotenzen - Auf der Suche nach einer stabile Verteilung

Wie findet man eine stabile Verteilung, falls sie existiert?
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[/img]
Matrixpotenz - Berechnung ohne den Anfangsvektor
[img]data:image/png;base64,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[/img]

Information: Matrixpotenzen - Auf der Suche nach einer stabile Verteilung