Browse Research

Viewing 5626 to 5650 of 7695 results
1984
Reinsurance Research
1984
In a previous paper, Jewell and Sundt showed how to approximate a distribution of total losses from a large, fixed, heterogeneous portfolio, using a recursive algorithm developed by Panjer for the distribution of a random sum of random variables (a single casualty contract).
1984
Planning is, or ought to be, an ever-developing process in which virtually each member of the company has to be involved. Planning without controlling, i.e., without feedback, planning on its own, is useless.
1984
Discusses the cognitive and the psychophysical determinants of choice in risky and riskless contexts. The psychophysics of value induce risk aversion in the domain of gains and risk seeking in the domain of losses. The psychophysics of chance induce overweighting of sure things and of improbable events, relative to events of moderate probability.
1983
Following Mehra (1975) we indicate how some of the well known credibility models may be formulated as Kalman filters. The formulation yields recursive premium forecasts including recursive predictions errors which are of importance to practitioners. Author Keywords: Credibility theory; Bayesian estimation; Kalman filter
1983
This paper describes a consistent and justifiable means of establishing adequate claims provisions in General Insurance. The topic has created widespread interest amongst actuaries, accountants and regulatory authorities.
1983
This paper presents an abbreviated history of the events leading up to Medicare and the impact of Medicare since its inception upon the health care system and health care costs. Because of the social pressures brought about by ever increasing health care costs, especially to the elderly, Medi Gap policies, their benefits and pricing, have come under close scrutiny of the regulator.
1983
Reinsurance Research - General/NOC
1983
This paper discusses aggregate loss distributions from the perspective of collective risk theory. An accurate, efficient and practical algorithm is given for calculating cumulative probabilities and excess pure premiums. The input required is the claim severity and claim count distributions. One of the main drawbacks of the collective risk model is the uncertainty of the parameters of the claim severity and claim count distributions.
1983
Aggregate losses are easily defined as the sum of individual claims, but the distribution of aggregate losses has not been easy to calculate. In fact, this has been a central, and perhaps the central, problem of collective risk theory.
1983
This is a remarkable piece of synthesis! It finds a thread running through many significant papers in our Proceedings and weaves an entirely new fabric which, when reviewed on an overall or on a modular basis, should make life much simpler for both the student and the practicing actuary. The author recognizes that mathematicians constantly strive for generalizations which provide solutions for superficially different problems.
1983
Reinsurance Research - Pricing/Contract Design
1983
The paper is concerned initially with the admissibility of particular claim payment models. Admissibility is restricted by the requirement that, if claims escalation is excluded, the amount of outstanding claims at any epoch of development of a generation of claims should be independent of the future speed of finalization. This simple requirement represents an invariance condition.
1983
The paper is concerned initially with the admissibility of particular claim payment models. Admissibility is restricted by the requirement that, if claims escalation is excluded, the amount of outstanding claims at any epoch of development of a generation of claims should be independent of the future speed of finalization. This simple requirement represents an invariance condition.
1983
Reinsurance Research - Inward Portfolio Composition