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Estimating linear covariance models with numerical nonlinear algebra

Estimating linear covariance models with numerical nonlinear algebra

2 September 2019
Bernd Sturmfels
S. Timme
Piotr Zwiernik
ArXiv (abs)PDFHTML

Papers citing "Estimating linear covariance models with numerical nonlinear algebra"

13 / 13 papers shown
Title
Toric Multivariate Gaussian Models from Symmetries in a Tree
Toric Multivariate Gaussian Models from Symmetries in a Tree
Emma Cardwell
Aida Maraj
Alvaro Ribot
75
0
0
01 Dec 2024
Real birational implicitization for statistical models
Real birational implicitization for statistical models
Tobias Boege
Liam Solus
52
0
0
30 Oct 2024
Entropic covariance models
Entropic covariance models
Piotr Zwiernik
40
2
0
06 Jun 2023
Rational partition models under iterative proportional scaling
Rational partition models under iterative proportional scaling
Jane Ivy Coons
Carlotta Langer
Michael Ruddy
8
2
0
01 Jun 2022
Logarithmic Voronoi Cells for Gaussian Models
Logarithmic Voronoi Cells for Gaussian Models
Yulia Alexandr
Serkan Hosten
98
1
0
03 Mar 2022
Beyond Linear Algebra
Beyond Linear Algebra
Bernd Sturmfels
29
9
0
21 Aug 2021
The maximum likelihood degree of sparse polynomial systems
The maximum likelihood degree of sparse polynomial systems
J. Lindberg
Nathan Nicholson
J. Rodriguez
Zinan Wang
15
9
0
16 May 2021
Computing Maximum Likelihood Estimates for Gaussian Graphical Models
  with Macaulay2
Computing Maximum Likelihood Estimates for Gaussian Graphical Models with Macaulay2
Carlos Améndola
Luis David García Puente
R. Homs
Olga Kuznetsova
Harshit J. Motwani
60
2
0
21 Dec 2020
Likelihood Geometry of Correlation Models
Likelihood Geometry of Correlation Models
Carlos Améndola
Piotr Zwiernik
30
4
0
07 Dec 2020
Reciprocal maximum likelihood degrees of diagonal linear concentration
  models
Reciprocal maximum likelihood degrees of diagonal linear concentration models
C. Eur
Tara Fife
J. A. Samper
Tim Seynnaeve
18
7
0
28 Nov 2020
Maximum Likelihood Estimation for Nets of Conics
Maximum Likelihood Estimation for Nets of Conics
S. Dye
Kathlén Kohn
Felix Rydell
Rainer Sinn
19
8
0
17 Nov 2020
Reciprocal Maximum Likelihood Degrees of Brownian Motion Tree Models
Reciprocal Maximum Likelihood Degrees of Brownian Motion Tree Models
T. Boege
Jane Ivy Coons
C. Eur
Aida Maraj
Frank Rottger
20
13
0
24 Sep 2020
Maximum likelihood degree, complete quadrics and ${\mathbb C}^*$-action
Maximum likelihood degree, complete quadrics and C∗{\mathbb C}^*C∗-action
M. Michałek
Leonid Monin
Jaroslaw A. Wi'sniewski
33
5
0
16 Apr 2020
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