A note on Maximum Likelihood Estimation for cubic and quartic canonical toric del Pezzo Surfaces

Dimitra Kosta

A note on Maximum Likelihood Estimation for cubic and quartic canonical toric del Pezzo Surfaces

School of Mathematics

Research output: Working paper

Abstract

In this article a closed-form for the Maximum Likelihood Estimate of algebraic statistical models which correspond to cubic and quartic toric del Pezzo surfaces with Du Val singular points is given.

Original language	English
Publisher	ArXiv
Publication status	Published - 26 Feb 2016

Keywords

math.ST
math.AG
stat.TH
14J26, 14J45, 14J17, 62F10

Access to Document

1602.08307v1Submitted manuscript, 158 KB

http://arxiv.org/pdf/1602.08307v1

Cite this

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N2 - In this article a closed-form for the Maximum Likelihood Estimate of algebraic statistical models which correspond to cubic and quartic toric del Pezzo surfaces with Du Val singular points is given.

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KW - stat.TH

KW - 14J26, 14J45, 14J17, 62F10

M3 - Working paper

BT - A note on Maximum Likelihood Estimation for cubic and quartic canonical toric del Pezzo Surfaces

PB - ArXiv

ER -

A note on Maximum Likelihood Estimation for cubic and quartic canonical toric del Pezzo Surfaces

Abstract

Keywords

Access to Document

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Cite this