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On weak conditional convergence of bivariate Archimedean and Extreme
  Value copulas, and consequences to nonparametric estimation

On weak conditional convergence of bivariate Archimedean and Extreme Value copulas, and consequences to nonparametric estimation

12 June 2020
Thimo M. Kasper
Sebastian Fuchs
W. Trutschnig
ArXivPDFHTML

Papers citing "On weak conditional convergence of bivariate Archimedean and Extreme Value copulas, and consequences to nonparametric estimation"

5 / 5 papers shown
Title
On bivariate lower semilinear copulas and the star product
On bivariate lower semilinear copulas and the star product
Lea Maislinger
W. Trutschnig
26
0
0
12 Aug 2024
Revisiting the region determined by Spearman's $ρ$ and Spearman's
  footrule $φ$
Revisiting the region determined by Spearman's ρρρ and Spearman's footrule φφφ
Marco Tschimpke
Manuela Schreyer
Wolfgang Trutschnig
39
0
0
30 Mar 2024
Quantifying directed dependence via dimension reduction
Quantifying directed dependence via dimension reduction
Sebastian Fuchs
27
19
0
19 Dec 2021
On a multivariate copula-based dependence measure and its estimation
On a multivariate copula-based dependence measure and its estimation
Florian Griessenberger
R. Junker
W. Trutschnig
77
25
0
27 Sep 2021
Stochastic monotonicity and the Markov product for copulas
Stochastic monotonicity and the Markov product for copulas
K. Siburg
Christopher Strothmann
15
5
0
15 Dec 2020
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