Pages that link to "Item:Q5115527"
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The following pages link to Parameter Estimation of Some Archimedean Copulas Based on Minimum Cramér-von-Mises Distance (Q5115527):
Displaying 9 items.
- Archimedean copula estimation and model selection via \(l_1\)-norm symmetric distribution (Q659243) (← links)
- Copula parameter estimation by maximum-likelihood and minimum-distance estimators: a simulation study (Q2513330) (← links)
- Cramér–Von Mises distance estimation for some positive infinitely divisible parametric families with actuarial applications (Q4575364) (← links)
- A multi-parameter Generalized Farlie-Gumbel-Morgenstern bivariate copula family via Bernstein polynomial (Q5075971) (← links)
- Plug-in estimation of dependence characteristics of Archimedean copula via Bézier curve (Q6174111) (← links)
- Some new developments on variable-power copulas (Q6185525) (← links)
- A revisit of the modified Celebioglu-Cuadras copula (Q6575482) (← links)
- On the Gumbel-Barnett extended Celebioglu-Cuadras copula (Q6579481) (← links)
- Diverse copulas through Durante's method. Exploring parametric functions (Q6660161) (← links)