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Distribution functions of multivariate copulas
Statistics & Probability Letters, 2003zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Rodríguez-Lallena, José A. +1 more
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Copula Functions for Residual Dependency
Psychometrika, 2007Most item response theory models are not robust to violations of conditional independence. However, several modeling approaches (e.g., conditioning on other responses, additional random effects) exist that try to incorporate local item dependencies, but they have some drawbacks such as the nonreproducibility of marginal probabilities and resulting ...
Braeken, Johan +2 more
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Aggregation Function Constructed from Copula
Carpathian Journal of Mathematics, 2022"In this work, we show that a slight change in the Sklar's formula tremendously affects the class of aggregation functions it represents. While the original formula can only be used to construct $d$-increasing aggregation functions, this new formula can be used to construct any continuous aggregation function excepted possibly those belong to the ...
VARAYUT BOONYASRI, SANTI TASENA
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Binary copulas as aggregation functions
2014 IEEE 15th International Symposium on Computational Intelligence and Informatics (CINTI), 2014We present binary copulas or 2-copulas (copulas, shortly) as important aggregation function. Since generally copulas are non-associative operation we restrict on binary case, which is mostly used in the practice. After giving some introductory part on general aggregation functions we restrict on specific properties of copulas.
Endre Pap, Aniko Szakal
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Copula functions are a group of multivariate distribution functions that join the marginal distribution of multiple variables. They have been used in different fields of science and engineering during the past decades. The main advantage of copulas over other multivariate distribution functions is their flexible structure in choosing marginal ...
Shahrbanou Madadgar, Hamid Moradkhani
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