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The cobin distribution has been proposed as a response distribution for [[generalized linear model]]s of continuous proportional data, as an alternative to beta regression, including extensions with random effects.
The cobin distribution has been proposed as a response distribution for [[generalized linear model]]s of continuous proportional data, as an alternative to beta regression, including extensions with random effects.


==References==
{{Reflist
|refs=
<ref name=LeeDahlOvaskainenDunson2025>
{{cite journal
|last1=Lee |first1=Changwoo J.
|last2=Dahl |first2=Benjamin K.
|last3=Ovaskainen |first3=Otso
|last4=Dunson |first4=David B.
|date=2026
|title=Scalable and robust regression models for continuous proportional data
|journal=Journal of the American Statistical Association
|pages=1–22
|doi=10.1080/01621459.2026.2626081
|arxiv=2504.15269
}}</ref><ref name=cobinCRANref>
{{citation
|title=cobin: Cobin and Micobin Regression Models for Continuous Proportional Data
|publisher=CRAN
|year=2025
|url=https://cran.r-project.org/web/packages/cobin/index.html
}}
</ref>
}}


{{ProbDistributions|continuous-bounded}}
{{ProbDistributions|continuous-bounded}}
[[:Category:Continuous distributions]]
[[:Category:Continuous distributions]]
[[:Category:Exponential family distributions]]
[[:Category:Exponential family distributions]]
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