Pages that link to "Item:Q1742726"
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The following pages link to On generalized log-Moyal distribution: a new heavy tailed size distribution (Q1742726):
Displaying 17 items.
- On the usefulness of the logarithmic skew normal distribution for describing claims size data (Q2004090) (← links)
- The exponential T-X family of distributions: properties and an application to insurance data (Q2036067) (← links)
- A new class of copula regression models for modelling multivariate heavy-tailed data (Q2138631) (← links)
- The arcsine exponentiated-\(X\) family: validation and insurance application (Q2185070) (← links)
- A new extended-\(X\) family of distributions: properties and applications (Q2196393) (← links)
- A new class of models for heavy tailed distributions in finance and insurance risk (Q2444705) (← links)
- A Marshall–Olkin family of heavy-tailed distributions which includes the lognormal one (Q2811413) (← links)
- Analysis of skewed data by using compound Poisson exponential distribution with applications to insurance claims (Q3390597) (← links)
- Using Model Averaging to Determine Suitable Risk Measure Estimates (Q5027908) (← links)
- GENERALIZING THE LOG-MOYAL DISTRIBUTION AND REGRESSION MODELS FOR HEAVY-TAILED LOSS DATA (Q5157764) (← links)
- Generalized inverse Lindley distribution with application to Danish fire insurance data (Q5351740) (← links)
- A new distributional approach: estimation, Monte Carlo simulation and applications to the biomedical data sets (Q6145339) (← links)
- A new class of composite GBII regression models with varying threshold for modeling heavy-tailed data (Q6573814) (← links)
- EM estimation for the mixed Pareto regression model for claim severities (Q6579727) (← links)
- A class of claim distributions: Properties, characterizations and applications to insurance claim data (Q6587720) (← links)
- Two-sided distributions with applications in insurance loss modeling (Q6596728) (← links)
- A novel M-Lognormal–Burr regression model with varying threshold for modeling heavy-tailed claim severity data (Q6662598) (← links)