The density of the time of ruin in the classical risk model with a constant dividend barrier
Year of publication: |
2014
|
---|---|
Authors: | Li, Shuanming ; Lu, Yi |
Published in: |
Annals of actuarial science : publ. by the Institute of Actuaries and the Faculty of Actuaries. - Cambridge : Cambridge Univ. Press., ISSN 1748-4995, ZDB-ID 2213370-7. - Vol. 8.2014, 1, p. 63-78
|
Subject: | Classical risk model | constant dividend barrier | finite-time ruin probability | Laplace transforms | transform inversion relationship | Dividende | Dividend | Risiko | Risk | Risikomodell | Risk model | Theorie | Theory | Finanzmathematik | Mathematical finance |
-
Markov-modulated, multi-threshold dual risk model
Shija, G., (2015)
-
On the occupation times in a delayed Sparre Andersen risk model with exponential claims
Jin, Can, (2016)
-
Cheung, Eric C. K., (2023)
- More ...
-
On the moments and the distribution of aggregate discounted claims in a Markovian environment
Li, Shuanming, (2018)
-
On the probability of ruin in a Markov-modulated risk model
Lu, Yi, (2005)
-
On the expected discounted penalty functions for two classes of risk processes
Li, Shuanming, (2005)
- More ...