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Bernstein function 2 Galambos copula 2 infinite divisibility 2 min-stable multivariate exponential distribution 2 strong IDT process 2 Asymptotic independence 1 Bear market 1 Capital requirements 1 Concordance 1 Copula 1 Copulas 1 Correlation 1 Exchangeable binary data 1 Fréchet-Hoeffding bounds 1 GDP forecasting 1 Joint extreme hazards 1 Korrelation 1 Maximum likelihood 1 Monte Carlo simulation 1 Multivariate exchangeable copulas 1 Multivariate extreme value theory 1 PACBayesian bounds 1 Pearson’s rho 1 Profile interval 1 Quasi–copula 1 Spearman’s footrule 1 Statistical error 1 Statistical learning theory 1 Statistical theory 1 Statistische Methodenlehre 1 Statistischer Fehler 1 Theorie 1 Theory 1 Transformations of Archimedean copulas 1 basket option 1 bootstrapping 1 bull market 1 comonotonicity 1 conditional Spearman’s rho 1 convex order 1
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Undetermined 12 Free 1
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Article 12 Book / Working Paper 1
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Undetermined 12 English 1
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Jan-Frederik, Mai 2 Anne, Dutfoy 1 Beatrice, Acciaio 1 Carole, Bernard 1 Didier, Rullière 1 Eckhard, Liebscher 1 Elena, Di Bernardino 1 Fabrizio, Durante 1 Fodé, Tounkara 1 Friedrich, Schmid 1 Gabriel, Frahm 1 Gregor, Svindland 1 Han, Jun 1 Jadran, Dobric 1 Jinyuan, Zhang 1 Juan, Fernández-Sánchez 1 Kordzakhia, Nino 1 Louis-Paul, Rivest 1 Ludger, Rüschendorf 1 Niall, MacGillivray 1 Nicolas, Roche 1 Olivier, Wintenberger 1 Pierre, Alquier 1 Shevchenko, Pavel V. 1 Sylvie, Parey 1 Trück, Stefan 1 Viktor, Wolf 1 Wolfgang, Trutschnig 1 Xiaoyin, Li 1 Yuntao, Liu 1
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Dependence Modeling 12 Han, Jun S., Kordzakhia, Nino, Shevchenko, Pavel V. and Trück, Stefan. "On Correlated Measurement Errors in the Schwartz-Smith Two-Factor Model" Dependence Modeling 1
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RePEc 12 ECONIS (ZBW) 1
Showing 11 - 13 of 13
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Are law-invariant risk functions concave on distributions?
Beatrice, Acciaio; Gregor, Svindland - In: Dependence Modeling 1 (2013) December, pp. 54-64
While it is reasonable to assume that convex combinations on the level of random variables lead to a reduction of risk (diversification effect), this is no more true on the level of distributions. In the latter case, taking convex combinations corresponds to adding a risk factor. Hence, whereas...
Persistent link: https://www.econbiz.de/10010861977
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Bounds on Capital Requirements For Bivariate Risk with Given Marginals and Partial Information on the Dependence
Carole, Bernard; Yuntao, Liu; Niall, MacGillivray; … - In: Dependence Modeling 1 (2013) October, pp. 37-53
Nelsen et al. [20] find bounds for bivariate distribution functions when there are constraints on the values of its quartiles. Tankov [25] generalizes this work by giving explicit expressions for the best upper and lower bounds for a bivariate copula when its values on a compact subset of [0; 1]2...
Persistent link: https://www.econbiz.de/10010861978
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Dependence of Stock Returns in Bull and Bear Markets
Jadran, Dobric; Gabriel, Frahm; Friedrich, Schmid - In: Dependence Modeling 1 (2013) December, pp. 94-110
Despite of its many shortcomings, Pearson’s rho is often used as an association measure for stock returns. A conditional version of Spearman’s rho is suggested as an alternative measure of association. This approach is purely nonparametric and avoids any kind of model misspecification. We...
Persistent link: https://www.econbiz.de/10011008552
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