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Kanonička analiza kovarijansi u generalizovanom image prostoru

Canonical covariance analysis in generalized image space

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Authors
Momirović, Konstantin
Knežević, Goran
Tenjović, Lazar
Opačić, Goran
Article (Published version)
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Abstract
Predložena je metoda za asimetričnu analizu prepokrivanja koja se sastoji od kanoničke analize kovarijansi jednog skupa varijabli i image varijabli tog skupa varijabli dobijenih projekcijom tog skupa u prostor koga razapinju vektori nekog drugog skupa varijabli. Definisane su standardizovane mere asocijacije tako dobijenih latentnih dimenzija sa vrlo jednostavnim asimptotskim drugim momentima i izvedene identifikacijske strukture kvazikanoničkih funkcija pre i nakon transformacije koja optimizira jednu jednostavnu semiortogonalnu parsimonijsku funkciju.
A method of asymmetric redundancy analysis is proposed based on canonical covariance analysis of a set of variables and the image of the same set of variables obtained by the projection of this set in the space spanned by vectors of an other set of variables. Standardized association measures with very simple asymptotic second moments are derived and identification structures for quasicanonical functions for the basic solution and for a simple structure transformation of the basic solution are defined.
Keywords:
kanoničke metode / image transformacije / analiza prepokrivanja / redundancy analysis / image transformations / canonical methods
Source:
Statistička revija, 1997, 46, 3-4, 1-12
Publisher:
  • Statističko društvo Srbije, Beograd

ISSN: 0039-0534

[ Google Scholar ]
Handle
https://hdl.handle.net/21.15107/rcub_reff_245
URI
http://reff.f.bg.ac.rs/handle/123456789/245
Collections
  • Radovi istraživača / Researcher's publications - Odeljenje za psihologiju
Institution/Community
Psihologija / Psychology
TY  - JOUR
AU  - Momirović, Konstantin
AU  - Knežević, Goran
AU  - Tenjović, Lazar
AU  - Opačić, Goran
PY  - 1997
UR  - http://reff.f.bg.ac.rs/handle/123456789/245
AB  - Predložena je metoda za asimetričnu analizu prepokrivanja koja se sastoji od kanoničke analize kovarijansi jednog skupa varijabli i image varijabli tog skupa varijabli dobijenih projekcijom tog skupa u prostor koga razapinju vektori nekog drugog skupa varijabli. Definisane su standardizovane mere asocijacije tako dobijenih latentnih dimenzija sa vrlo jednostavnim asimptotskim drugim momentima i izvedene identifikacijske strukture kvazikanoničkih funkcija pre i nakon transformacije koja optimizira jednu jednostavnu semiortogonalnu parsimonijsku funkciju.
AB  - A method of asymmetric redundancy analysis is proposed based on canonical covariance analysis of a set of variables and the image of the same set of variables obtained by the projection of this set in the space spanned by vectors of an other set of variables. Standardized association measures with very simple asymptotic second moments are derived and identification structures for quasicanonical functions for the basic solution and for a simple structure transformation of the basic solution are defined.
PB  - Statističko društvo Srbije, Beograd
T2  - Statistička revija
T1  - Kanonička analiza kovarijansi u generalizovanom image prostoru
T1  - Canonical covariance analysis in generalized image space
EP  - 12
IS  - 3-4
SP  - 1
VL  - 46
UR  - https://hdl.handle.net/21.15107/rcub_reff_245
ER  - 
@article{
author = "Momirović, Konstantin and Knežević, Goran and Tenjović, Lazar and Opačić, Goran",
year = "1997",
abstract = "Predložena je metoda za asimetričnu analizu prepokrivanja koja se sastoji od kanoničke analize kovarijansi jednog skupa varijabli i image varijabli tog skupa varijabli dobijenih projekcijom tog skupa u prostor koga razapinju vektori nekog drugog skupa varijabli. Definisane su standardizovane mere asocijacije tako dobijenih latentnih dimenzija sa vrlo jednostavnim asimptotskim drugim momentima i izvedene identifikacijske strukture kvazikanoničkih funkcija pre i nakon transformacije koja optimizira jednu jednostavnu semiortogonalnu parsimonijsku funkciju., A method of asymmetric redundancy analysis is proposed based on canonical covariance analysis of a set of variables and the image of the same set of variables obtained by the projection of this set in the space spanned by vectors of an other set of variables. Standardized association measures with very simple asymptotic second moments are derived and identification structures for quasicanonical functions for the basic solution and for a simple structure transformation of the basic solution are defined.",
publisher = "Statističko društvo Srbije, Beograd",
journal = "Statistička revija",
title = "Kanonička analiza kovarijansi u generalizovanom image prostoru, Canonical covariance analysis in generalized image space",
pages = "12-1",
number = "3-4",
volume = "46",
url = "https://hdl.handle.net/21.15107/rcub_reff_245"
}
Momirović, K., Knežević, G., Tenjović, L.,& Opačić, G.. (1997). Kanonička analiza kovarijansi u generalizovanom image prostoru. in Statistička revija
Statističko društvo Srbije, Beograd., 46(3-4), 1-12.
https://hdl.handle.net/21.15107/rcub_reff_245
Momirović K, Knežević G, Tenjović L, Opačić G. Kanonička analiza kovarijansi u generalizovanom image prostoru. in Statistička revija. 1997;46(3-4):1-12.
https://hdl.handle.net/21.15107/rcub_reff_245 .
Momirović, Konstantin, Knežević, Goran, Tenjović, Lazar, Opačić, Goran, "Kanonička analiza kovarijansi u generalizovanom image prostoru" in Statistička revija, 46, no. 3-4 (1997):1-12,
https://hdl.handle.net/21.15107/rcub_reff_245 .

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