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Financial Models of Insurance Solvency

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Carte Financial Models of Insurance Solvency J. David Cummins
Codul Libristo: 02185148
Editura Springer, octombrie 2011
The First International Conference on Insurance Solvency was held at the Wharton School, University... Descrierea completă
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The First International Conference on Insurance Solvency was held at the Wharton School, University of Pennsylvania from June 18th through June 20th, 1986. The conference was the inaugural event for Wharton's Center for Research on Risk and Insurance. In atten dance were thirty-nine representatives from Australia, Canada, France, Germany, Israel, the United Kingdom, and the United States. The papers presented at the Conference are published in two volumes, this book and a companion volume, Classical Insurance Solvency Theory, J. D. Cummins and R. A. Derrig, eds. (Norwell, MA: Kluwer Academic Publishers, 1988). The first volume presented two papers reflecting important advances in actuarial solvency theory. The current volume goes beyond the actuarial approach to encom pass papers applying the insights and techniques of financial economics. The papers fall into two groups. The first group con sists of papers that adopt an essentially actuarial or statistical ap proach to solvency modelling. These papers represent methodology advances over prior efforts at operational modelling of insurance companies. The emphasis is on cash flow analysis and many of the models incorporate investment income, inflation, taxation, and other economic variables. The papers in second group bring financial economics to bear on various aspects of solvency analysis. These papers discuss insurance applications of asset pricing models, capital structure theory, and the economic theory of agency.

Informații despre carte

Titlu complet Financial Models of Insurance Solvency
Limba engleză
Legare Carte - Carte broșată
Data publicării 2011
Număr pagini 364
EAN 9789401076319
ISBN 9401076316
Codul Libristo 02185148
Editura Springer
Greutatea 599
Dimensiuni 155 x 235 x 22
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