Khatri–Rao-szorzat (Hungarian Wikipedia)

Analysis of information sources in references of the Wikipedia article "Khatri–Rao-szorzat" in Hungarian language version.

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doi.org

Slyusar, V. I. (1999. december 4.). „A Family of Face Products of Matrices and its Properties”. Cybernetics and Systems Analysis C/C of Kibernetika I Sistemnyi Analiz 35 (3), 379–384. o. DOI:10.1007/BF02733426.
Anna Esteve, Eva Boj & Josep Fortiana (2009): Interaction Terms in Distance-Based Regression, Communications in Statistics - Theory and Methods, 38:19, P. 3501 [1]

Vadym Slyusar. New Matrix Operations for DSP (Lecture). April 1999. - DOI: 10.13140/RG.2.2.31620.76164/1

Slyusar, V. I. (1996. december 27.). „End products in matrices in radar applications.”. Izvestiya VUZ: Radioelektronika.– 1998, Vol. 41; Number 3, 50–53. o.
Slyusar, V. I. (1997. május 20.). „Analytical model of the digital antenna array on a basis of face-splitting matrix products.”. Proc. ICATT- 97, Kyiv, 108–109. o.
Slyusar, V. I. (1999. december 4.). „A Family of Face Products of Matrices and its Properties”. Cybernetics and Systems Analysis C/C of Kibernetika I Sistemnyi Analiz 35 (3), 379–384. o. DOI:10.1007/BF02733426.
Slyusar, V. I. (2003. december 4.). „Generalized face-products of matrices in models of digital antenna arrays with nonidentical channels”. Radioelectronics and Communications Systems 46 (10), 9–17. o.
Slyusar, V. I. (1997. szeptember 15.). „New operations of matrices product for applications of radars”. Proc. Direct and Inverse Problems of Electromagnetic and Acoustic Wave Theory (DIPED-97), Lviv., 73–74. o.