Convexity of Ruin Probability and Optimal Dividend Strategies for a General Lévy Process. [PDF]
Yin C, Yuen KC, Shen Y.
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An optimal reinsurance problem in the Cramèr-Lundberg model with investment and transaction costs
We study optimal proportional reinsurance strategies for minimizing the probability of ruin in an extended Cram\'{e}r--Lundberg risk model with investment returns and fixed transaction costs.
Christian Kasumo, Nyendwa Peter
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Approximation of the ruin probability using the scaled Laplace transform inversion. [PDF]
Mnatsakanov RM, Sarkisian K, Hakobyan A.
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The paper considers a dependent bidimensional risk model with stochastic return and Brownian perturbations in which the price processes of the investment portfolio of the two lines of business are two geometric Lévy processes, and the claim-number ...
Chenghao Xu, Xiaowen Shen, Kaiyong Wang
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Exploratory analysis of the probability of ruin [PDF]
This paper presents essential elements of the theory of risk. Collective risk models over an extended period are developed using these elements. Resulting models provide answers as to what is the probability that the business will ever be ruined at a ...
Navera, Ma. Celina B., Baes, Annalyn G.
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On the Risk of Ruin in a SIS Type Epidemic. [PDF]
Lefèvre C, Simon M.
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On The Randomized Schmitter Problem. [PDF]
Albrecher H, Araujo-Acuna JC.
europepmc +1 more source
Editorial for special issue on advances in Actuarial Science and quantitative finance. [PDF]
Feng R +3 more
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Training in public health and community medicine without training of precautionary principles is incomplete. [PDF]
Raina SK.
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A numerical method for the expected penalty–reward function in a Markov-modulated jump–diffusion process. [PDF]
A generalization of the Cramér–Lundberg risk model perturbed by a diffusion is proposed. Aggregate claims of an insurer follow a compound Poisson process and premiums are collected at a constant rate with additional random fluctuation.
Usábel, Miguel A., Diko, Peter
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