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Maximum Entropy Production Principle of Thermodynamics for the Birth and Evolution of Life. [PDF]
Entropy (Basel)Sawada Y, Daigaku Y, Toma K.
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Exploring effects of severe mental illnesses on marriages: A qualitative study from Karachi, Pakistan. [PDF]
PLOS Glob Public HealthSiddiq Shekhani S +5 more
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Why ruin theory should be of interest for insurance practitioners and risk managers nowadays
, 2012 Stéphane Loisel, Hans-U. Gerber
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2016
Classical ruin theory was developed by Lundberg in 1907 and refined by Cramer in 1930. This theory describes the evolution of the surplus of an insurance company over time. It assumes that an insurance company begins with an initial surplus and then receives premiums continuously at a constant rate. It also assumes that claims of random and independent
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Classical ruin theory was developed by Lundberg in 1907 and refined by Cramer in 1930. This theory describes the evolution of the surplus of an insurance company over time. It assumes that an insurance company begins with an initial surplus and then receives premiums continuously at a constant rate. It also assumes that claims of random and independent
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Nuclear Physics A, 1993
Abstract Although the central limit theorem and the gaussian approximation are useful for describing the usual behaviour of statistical systems they are useless for discussing very small probabilities i.e. for quantifying the likelihood of very rare events. For this latter purpose the ruin theory of F. Esscher is well adapted; it is exposed, and some
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Abstract Although the central limit theorem and the gaussian approximation are useful for describing the usual behaviour of statistical systems they are useless for discussing very small probabilities i.e. for quantifying the likelihood of very rare events. For this latter purpose the ruin theory of F. Esscher is well adapted; it is exposed, and some
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Inequality extensions of Prabhu’s formula in ruin theory
Insurance: Mathematics and Economics, 1999zbMATH Open Web Interface contents unavailable due to conflicting licenses.
de Vijlder, F.E.C., Goovaerts, M.J.
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Poisson Processes and Ruin Theory
2009We give in this chapter the main results on Poisson processes, which are basic examples of jump processes. Despite their elementary properties they are building blocks of jump process theory. We present various generalizations such as inhomogeneous Poisson processes and compound Poisson processes.
Monique Jeanblanc +2 more
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