Titlebook: Gerber–Shiu Risk Theory; Andreas E. Kyprianou Textbook 2013 Springer International Publishing Switzerland 2013 Cramér–Lundberg Processes.G

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Kaevan Gazdar,André Habisch,Sam Vaseghihe law of the process ., where . In particular, we shall discover that the position of the trajectory of ., when sampled at an independent and exponentially distributed time, is again exponentially distributed.

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,Die S?ule der Führung und Zusammenarbeit,order to establish our first results concerning the classical ruin problem. We introduce the so-called ., which will prove to be indispensable, both in this chapter and later, when describing various distributional features of the ruin problem.

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Schlussfolgerungen und Ausblick,ficit at ruin. We shall develop an idea from Chapter?., involving Bernoulli trials of excursions from the minimum, to provide an identity for the expected occupation measure until ruin of the Cramér–Lundberg process. This identity will then play a key role in identifying an expression for the Gerber