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Finanzierungsverfahren für Unfallrenten

In: Versicherungsmathematik

Author

Listed:
  • Karl-H. Wolff

    (Technischen Hochschule in Wien)

Abstract

Zusammenfassung In Kapitel 23 haben wir ein Rentensystem der Unfallversicherung behandelt, in dem Unfallrenten bei völligem Verlust der Arbeitsfähigkeit in der Höhe 1 und bei Minderung der Arbeitsfähigkeit um das p-fache in der Höhe p vorgesehen waren. Die Hinterbliebenenrenten betrugen jeweils das λ-fache der Unfallrente für Witwen und das ϰ-fache der Unfallrente für Waisen. Wir beziehen auch das Sterbegeld ein und nehmen an, daß es im Zeitpunkt des Todes in der Höhe des µ-fachen der Unfallrente gezahlt wird. Der Barwert der Anwartschaften auf diese Leistungen läßt sich mit Hilfe von (23.19), (23.34) und (23.54) in der Form 24.1 $$\ddot a_x^{au} + {\lambda ^u}\ddot a_x^{aw} + {H^u}a_x^{ak} + {\mu ^u}\bar {\rm A}_x^a $$ darstellen. (24.1) kann nun in Form einer Einmalprämie oder gegen jährliche Prämien gezahlt werden.

Suggested Citation

  • Karl-H. Wolff, 1970. "Finanzierungsverfahren für Unfallrenten," Springer Books, in: Versicherungsmathematik, chapter 0, pages 263-265, Springer.
    • Handle: RePEc:spr:sprchp:978-3-7091-7681-8_24
    DOI: 10.1007/978-3-7091-7681-8_24
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