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Titlebook: Non-Life Insurance Mathematics; Erwin Straub Textbook 1988 Springer-Verlag Berlin Heidelberg 1988 Probability theory.Reinsurance.Versicher

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Premiums,—which is here called “rating” — is vital since too low a price level results in a loss, while with too high rates a company or a whole sector of the insurance industry can price itself out of the market. On top of this, premiums and tariffs are often a political subject, particularly so of course w
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https://doi.org/10.1007/978-3-662-03364-7Probability theory; Reinsurance; Versicherungsmathematik; calculus; insurance mathematics; statistics; qua
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Tools,otations used throughout the book will be introduced here. In the following, an attempt has been made to organise the main tools into six different domains which may be viewed as selected parts from general probability theory. Prerequisites are college mathematics only, more precisely elements of calculus and probability.
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Retentions,es, reciprocity and levelling out the net result have an impact on the retention and, on the other hand, because in practice, as a rule, we are not confronted with the question of how to fix one single retention but rather how to design in a somehow optimal way an entire insurance or reinsurance programme.
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978-3-642-05741-0Springer-Verlag Berlin Heidelberg 1988
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