Web-Books
im Austria-Forum
Austria-Forum
Web-Books
Naturwissenschaften
Physik
Differential Geometrical Theory of Statistics
Seite - 250 -
  • Benutzer
  • Version
    • Vollversion
    • Textversion
  • Sprache
    • Deutsch
    • English - Englisch

Seite - 250 - in Differential Geometrical Theory of Statistics

Bild der Seite - 250 -

Bild der Seite - 250 - in Differential Geometrical Theory of Statistics

Text der Seite - 250 -

Entropy2016,18, 383 14. Chua,C.B.RelatinghomogeneousconesandpositivedefiniteconesviaT-algebras.SIAMJ.Optim. 2003, 14, 500–506. 15. Ishi,H.Onsymplectic representationsofnormal j-algebras and their application toXu’s realizationsof Siegeldomains.Differ.Geom.Appl. 2006,24, 588–612. 16. Yamasaki,T.;Nomura,T.Realizationofhomogeneouscones throughorientedgraphs.KyushuJ.Math. 2015, 69, 11–48. 17. Ishi,H.Homogeneousconesandtheirapplications tostatistics. InModernMethodsofMultivariateStatistics; Graczyk,P.,Hassairi,A,Eds.;Hermann: Paris,France,2014;pp. 135–154. 18. Ishi,H.Matrixrealizationofhomogeneouscones. InGeometricScienceof Information;Nielsen,F.,Barbaresco,F., Eds.; (LectureNotes inComputer Science); Springer International Publishing: Basel, Switzerland, 2015; Volume9389,pp. 248–256. 19. Lauritzen,S.L.GraphicalModels;ClarendonPress:Oxford,UK,1996. 20. Faraut, J.;Korányi,A.Analysis onSymmetricCones;ClarendonPress:Oxford,UK;1994. 21. Graczyk,P.; Ishi,H.RieszmeasuresandWishart lawsassociatedwithquadraticmaps. J.Math. Soc. Jpn. 2014,66, 317–348. 22. Shima,H.HomogeneousHessianmanifolds.Ann. Inst. Fourier1980,30, 91–128. 23. Güler, O.; Tunçel, L. Characterization of the barrier parameter of homogeneous convex cones. Math.Program.A1988,81, 55–76. 24. Andersson, S.A.; Wojnar, G.G. Wishart distributions on homogeneous cones. J. Theor. Probab. 2004, 17, 781–818. 25. Graczyk,P.; Ishi,H.;Kołodziejek,B.Wishartexponential familiesandvariance functiononhomogeneous cones.HAL2016, submittedforpublication. 26. Ishi,H.Onaclassofhomogeneousconesconsistingofreal symmetricmatrices. JosaiMath.Monogr. 2013, 6, 71–80. 27. Roverato,A.Choleskydecompositionofahyper inverseWishartmatrix.Biometrika2000,87, 99–112. 28. Graczyk,P.; Ishi,H.;Mamane, S.Wishart exponential familiesoncones related toAn graphs.HAL2016, submittedforpublication. c©2016bytheauthors. LicenseeMDPI,Basel,Switzerland. Thisarticle isanopenaccess articledistributedunder the termsandconditionsof theCreativeCommonsAttribution (CCBY) license (http://creativecommons.org/licenses/by/4.0/). 250
zurück zum  Buch Differential Geometrical Theory of Statistics"
Differential Geometrical Theory of Statistics
Titel
Differential Geometrical Theory of Statistics
Autoren
Frédéric Barbaresco
Frank Nielsen
Herausgeber
MDPI
Ort
Basel
Datum
2017
Sprache
englisch
Lizenz
CC BY-NC-ND 4.0
ISBN
978-3-03842-425-3
Abmessungen
17.0 x 24.4 cm
Seiten
476
Schlagwörter
Entropy, Coding Theory, Maximum entropy, Information geometry, Computational Information Geometry, Hessian Geometry, Divergence Geometry, Information topology, Cohomology, Shape Space, Statistical physics, Thermodynamics
Kategorien
Naturwissenschaften Physik
Web-Books
Bibliothek
Datenschutz
Impressum
Austria-Forum
Austria-Forum
Web-Books
Differential Geometrical Theory of Statistics