Pages that link to "Item:Q4562958"
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The following pages link to MODELLING INSURANCE LOSSES USING CONTAMINATED GENERALISED BETA TYPE-II DISTRIBUTION (Q4562958):
Displaying 12 items.
- An alternative for Laplace Birnbaum-Saunders distribution (Q2164043) (← links)
- Truncated, censored, and actuarial payment-type moments for robust fitting of a single-parameter Pareto distribution (Q2223881) (← links)
- On the contaminated exponential distribution: a theoretical Bayesian approach for modeling positive-valued insurance claim data with outliers (Q2662550) (← links)
- Folded and log-folded-<i>t</i>distributions as models for insurance loss data (Q2866278) (← links)
- NEW LOSS RESERVE MODELS WITH PERSISTENCE EFFECTS TO FORECAST TRAPEZOIDAL LOSSES IN RUN-OFF TRIANGLES (Q5045342) (← links)
- Forecasting trade durations via ACD models with mixture distributions (Q5120735) (← links)
- ROBUST ESTIMATION OF LOSS MODELS FOR LOGNORMAL INSURANCE PAYMENT SEVERITY DATA (Q5152546) (← links)
- GENERALIZING THE LOG-MOYAL DISTRIBUTION AND REGRESSION MODELS FOR HEAVY-TAILED LOSS DATA (Q5157764) (← links)
- Modelling insurance losses using a new beta power transformed family of distributions (Q5867479) (← links)
- A new inverse extended Weibull distribution for modelling insurance loss data (Q6535938) (← links)
- A new class of composite GBII regression models with varying threshold for modeling heavy-tailed data (Q6573814) (← links)
- Loss modeling with many-parameter distributions (Q6632355) (← links)
