Description Usage Arguments Value Examples
Computes the Panjer approximation to P(S>m) where S is the aggregate claim distribution resulting from a claim frequency distribution in the (a,b,0) class and any continuous claim intensity distribution.
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fx |
continuous Probability distribution Function (CDF) for the claim intensities. |
dist |
c("Poisson","NegBin", "Binomial") |
par |
vector of parameters of the claim frequency distributions (as ordered as in the built in PDF function) |
step |
width of the discretization (for a computing time lower than a couple of minutes choose step such that m/step <20000) |
m |
probability to approximate P(S>m) |
the function returns the upper and lower bound probabilities. The thinner the grid (lower the step) the closer the two bounds will get.
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