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Cochran theorems for a multivariate elliptically contoured model, и . Journal of Statistical Planning and Inference, 43 (1-2): 257--270 (января 1995)A Low-Noise Analog Frontend with Large PD Capacitance Tolerance in 65-nm CMOS for Optical Receivers., , , и . ICTA, стр. 86-87. IEEE, (2021)Distribution of matrix quadratic forms under skew-normal settings., , и . J. Multivar. Anal., (2014)Comparisons on Measures of Asymmetric Associations., , , и . ECONVN, том 809 из Studies in Computational Intelligence, стр. 185-197. Springer, (2019)Flexible Constructions for Bivariate Copulas Emphasizing Local Dependence., , , и . Structural Changes and their Econometric Modeling, том 808 из Studies in Computational Intelligence, Springer, (2019)Distortion Risk Measures Under Skew Normal Settings., , , и . Econometrics of Risk, том 583 из Studies in Computational Intelligence, Springer, (2015)Shape Mixture Models Based on Multivariate Extended Skew Normal Distributions., , , и . Predictive Econometrics and Big Data, том 753 из Studies in Computational Intelligence, Springer, (2018)The Inference on the Location Parameters Under Multivariate Skew Normal Settings., , , и . ECONVN, том 809 из Studies in Computational Intelligence, стр. 146-162. Springer, (2019)Impact of the Nature of the Side-Chains on the Polymer-Fullerene Packing in the Mixed Regions of Bulk Heterojunction Solar Cells, , и . Advanced Functional Materials, (2016)Semi-heuristic poverty measures used by economists: Justification motivated by fuzzy techniques., , , и . FUZZ-IEEE, стр. 1-7. IEEE, (2012)