Teorema de Isserlis (Portuguese Wikipedia)
Analysis of information sources in references of the Wikipedia article "Teorema de Isserlis" in Portuguese language version.
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arxiv.org
- Vignat, C. (12 de julho de 2011). «A generalized Isserlis theorem for location mixtures of Gaussian random vectors». arXiv:1107.2309 [math]
- Perez-Martin, S.; Robledo, L.M. (2007). «Generalized Wick's theorem for multiquasiparticle overlaps as a limit of Gaudin's theorem». Physical Review C. 76 (6). 064314 páginas. Bibcode:2007PhRvC..76f4314P. arXiv:0707.3365
. doi:10.1103/PhysRevC.76.064314
books.google.com
- Hull, John C. (13 de março de 2018). Risk Management and Financial Institutions (em inglês). [S.l.]: John Wiley & Sons. ISBN 9781119448167
doi.org
dx.doi.org
- Wick, G.C. (1950). «The evaluation of the collision matrix». Physical Review. 80 (2): 268–272. Bibcode:1950PhRv...80..268W. doi:10.1103/PhysRev.80.268
- Perez-Martin, S.; Robledo, L.M. (2007). «Generalized Wick's theorem for multiquasiparticle overlaps as a limit of Gaudin's theorem». Physical Review C. 76 (6). 064314 páginas. Bibcode:2007PhRvC..76f4314P. arXiv:0707.3365. doi:10.1103/PhysRevC.76.064314
- Bartosch, L. (2001). «Generation of colored noise». International Journal of Modern Physics C. 12 (6): 851–855. Bibcode:2001IJMPC..12..851B. doi:10.1142/S0129183101002012
- Michalowicz, J.V.; Nichols, J.M.; Bucholtz, F.; Olson, C.C. (2009). «An Isserlis' theorem for mixed Gaussian variables: application to the auto-bispectral density». Journal of Statistical Physics. 136 (1): 89–102. Bibcode:2009JSP...136...89M. doi:10.1007/s10955-009-9768-3
- Isserlis, L. (1918). «On a formula for the product-moment coefficient of any order of a normal frequency distribution in any number of variables» (PDF). Biometrika. 12 (1–2): 134–139. JSTOR 2331932. doi:10.1093/biomet/12.1-2.134
- Isserlis, L. (1916). «On Certain Probable Errors and Correlation Coefficients of Multiple Frequency Distributions with Skew Regression». Biometrika. 11 (3): 185–190. JSTOR 2331846. doi:10.1093/biomet/11.3.185
harvard.edu
ui.adsabs.harvard.edu
- Wick, G.C. (1950). «The evaluation of the collision matrix». Physical Review. 80 (2): 268–272. Bibcode:1950PhRv...80..268W. doi:10.1103/PhysRev.80.268
- Perez-Martin, S.; Robledo, L.M. (2007). «Generalized Wick's theorem for multiquasiparticle overlaps as a limit of Gaudin's theorem». Physical Review C. 76 (6). 064314 páginas. Bibcode:2007PhRvC..76f4314P. arXiv:0707.3365. doi:10.1103/PhysRevC.76.064314
- Bartosch, L. (2001). «Generation of colored noise». International Journal of Modern Physics C. 12 (6): 851–855. Bibcode:2001IJMPC..12..851B. doi:10.1142/S0129183101002012
- Michalowicz, J.V.; Nichols, J.M.; Bucholtz, F.; Olson, C.C. (2009). «An Isserlis' theorem for mixed Gaussian variables: application to the auto-bispectral density». Journal of Statistical Physics. 136 (1): 89–102. Bibcode:2009JSP...136...89M. doi:10.1007/s10955-009-9768-3
jstor.org
- Isserlis, L. (1918). «On a formula for the product-moment coefficient of any order of a normal frequency distribution in any number of variables» (PDF). Biometrika. 12 (1–2): 134–139. JSTOR 2331932. doi:10.1093/biomet/12.1-2.134
- Isserlis, L. (1916). «On Certain Probable Errors and Correlation Coefficients of Multiple Frequency Distributions with Skew Regression». Biometrika. 11 (3): 185–190. JSTOR 2331846. doi:10.1093/biomet/11.3.185
stackexchange.com
math.stackexchange.com
- «probability theory - Necessary conditions for Wick-Isserlis theorem». Mathematics Stack Exchange. Consultado em 30 de outubro de 2019
uj.edu.pl
th-if.uj.edu.pl
- Repetowicz, Przemysław; Richmond, Peter (2005). «Statistical inference of multivariate distribution parameters for non-Gaussian distributed time series» (PDF). Acta Physica Polonica B. 36 (9): 2785–2796
unam.mx
fis.unam.mx
- ALCALA, MAYRA PATRICIA (2015). «DESCOMPOSICION DE PERTURBACIONES EN REDES BOOLEANAS CON UMBRALES» (PDF)
zenodo.org
- Isserlis, L. (1918). «On a formula for the product-moment coefficient of any order of a normal frequency distribution in any number of variables» (PDF). Biometrika. 12 (1–2): 134–139. JSTOR 2331932. doi:10.1093/biomet/12.1-2.134
- Isserlis, L. (1916). «On Certain Probable Errors and Correlation Coefficients of Multiple Frequency Distributions with Skew Regression». Biometrika. 11 (3): 185–190. JSTOR 2331846. doi:10.1093/biomet/11.3.185