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Actuarial mathematics - Actuarial Mathematics by Bowers, Hickman, Gerber, Jones and Nesbitt [Published in 1986 by The Society of Actuaries]

Published online by Cambridge University Press:  03 October 2014

N.L. Bowers ,
H.U. Gerber ,
J.C. Hickman ,
D.A. Jones  and
C.J. Nesbitt
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Type
Review
Information
Transactions of the Faculty of Actuaries , Volume 41 , 1987 , pp. 91 - 94
Copyright
Copyright © Institute and Faculty of Actuaries 1987

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References

(1) Forfar, D. O. and Waters, H. R. (1986) “A Stochastic Approach to Life Contingencies”. Special Note published by the Faculty and the Institute of Actuaries.Google Scholar
(2) Hoem, J. M. (1988) “The Versatility of the Markov Chain as a Tool in the Mathematics of Life Insurance”. Transactions of the 23rd International Congress of Actuaries. Vol. 3.Google Scholar
(3) Hooker, P. F. and Longley-Cook, L. H. (1953 Vol. I, 1957 Vol. II) “Life and Other Contingencies”. London. Cambridge University Press.Google Scholar
(4) Jordan, C. W. (1967) “Life Contingencies”. Chicago. Society of Actuaries.Google Scholar
(5) Pentikainen, T. (1982) “Solvency of Insurers and Equalisation Reserves”, Vol. I, Helsinki. Insurance Publishing Company.Google Scholar
(6) Rantala, J. (1982) “Solvency of Insurers and Equalisation Reserves”, Vol. II. Helsinki. Insurance Publishing Company.Google Scholar
(7) Waters, H. R. (1984) “An Approach to the Study of Multiple State Models”. J.I.A. 111, pp. 363–374.Google Scholar