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Thomas Royen

Prof. Dr. Thomas Royen

FB 1 - Life Sciences and Engineering, Technische Hochschule Bingen

Berlinstr. 109, 55411 Bingen, Raum: 0-037

  • 06721/409-935
Publikationen
Ergebnisse pro Seite:  25

Edelmann, Dominic; Richards, Donald; Royen, Thomas

Product Inequalities for Multivariate Gaussian, Gamma, and Positively Upper Orthant Dependent Distributions

Cornell university (Hrsg). Cornell university. 2022 12 S. 2204.06220



Royen, Thomas

A note on the existence of the multivariate gamma distribution

arXiv:1606.04747. Cornell University. 2016


Royen, Thomas

Non-central multivariate chi-square and gamma distributions

Cornell University (Hrsg). arXiv:1604.06906. Cornell University. 2016 15 S.


Royen, Thomas

Non-Central Multivariate Chi-Square and Gamma Distributions

Far East Journal of Theoretical Statistics. Bd. 52. H. 4. Allahabad, Indien: Pushpa Publishing House 2016 S. 289 - 315


Dickhaus, Thorsten; Royen, Thomas

A survey on multivariate chi-square distributions and their applications in testing multiple hypotheses

Statistics. Bd. 49. H. 2. London [u.a.]: Taylor & Francis 2015 S. 427 - 454


Royen, Thomas

Some probability inequalities for multivariate gamma and normal distributions

arXiv:1507.00528[math.PR]. Cornell University. 2015 10 S.


Royen, Thomas

Some probability inequalities for multivariate gamma and normal distributions

Far East Journal of Theoretical Statistics. Bd. 51. H. 1-2. Allahabad, Indien: Pushpa Publishing House 2015 S. 17 - 36


Royen, Thomas

A simple proof of the Gaussian correlation conjecture extended to some multivariate gamma distributions

Far East Journal of Theoretical Statistics. Bd. 48. H. 2. Allahabad: Pushpa Publishing House 2014 S. 139 - 145


Royen, Thomas

A simple proof of the Gaussian correlation conjecture extended to multivariate gamma distributions

arXiv.org (Hrsg). arXiv:1408.1028[math:PR]. Cornell University. 2014 4 S.


Dickhaus, Thorsten; Royen, Thomas

On multivariate chi-square distributions and their applications in testing multiple hypotheses

Weierstrass Institute (WIAS). Bd. 2014. H. 1913. Berlin. 2014 S. 1 - 30


Royen, Thomas

Some representations for convolutions of multivariate gamma distributions

Far east journal of theoretical statistics. Bd. 45. H. 1. Allahabad, India: Pushpa Publishing House 2013 S. 21 - 49


Royen, Thomas

Some upper tail approximations for the distribution of the maximum of correlated chi-square or gamma random variables

Far East Journal of Theoretical Statistics. Bd. Volume 43. H. 1. Allahabad, INDIA: Pushpa Publishing House 2013 S. 27 - 56



Royen, Thomas

The exact distribution of some positive definite quadratic forms of gamma or Dirichlet random variables

Far East journal of theoretical statistics. Bd. 41. H. 2. Allahabad: Pushpa Publishing House 2012 S. 93 - 113


Royen, Thomas

The distribution of the square sum of Dirichlet random variables and a table with quantiles of Greenwood's statistic

Far East journal of theoretical statistics. Bd. 33. H. 1. Allahabad: Pushpa Publishing House 2010 S. 57 - 80




Royen, Thomas

Integral representations and approximations for multivariate gamma distributions

Annals of the Institute of Statistical Mathematics. Bd. 59. H. 3. Dordrecht u.a.: Springer 2007 S. 499 - 513


Royen, Thomas

Integral representations for convolutions of non-central multivariate gamma distributions

Hamburg: Univ., Inst. für Statistik und Ökonometrie 2007 (Beiträge aus dem Institut für Statistik und Ökonometrie der Universität Hamburg ; 77)


Royen, Thomas

Integral representations for convolutions of non-central multivariate gamma distributions

arXiv.org:0704.0539 [math.ST]. Cornell University. 2007 12 S.



Royen, Thomas

Multivariate gamma distrbutions

S. Kotz, C B. Read, D.L. Banks (Hrsg). Encyclopedia of Statistical Sciences, Update Volume 1. New York: John Wiley & Sons, Inc. 1997 S. 419 - 425


Royen, Thomas

On some central and non-central multivariate chi-square distributions

Statistica Sinica. Bd. 5. H. 1. 1995 S. 373 - 397


Royen, Thomas

On some multivariate gamma distributions connected with spanning trees

Annals of the Institute of Statistical Mathematics. Bd. 46. H. 2. Dordrecht u.a.: Kluwer 1994 S. 361 - 371