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Another attempt to CRAN
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CRAN-SUBMISSION

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Version: 1.0.0
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Date: 2025-08-27 16:47:28 UTC
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SHA: abcf198d7ffe8c7db6457198e888943cf1d52be4
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Date: 2025-08-29 09:26:17 UTC
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SHA: bd559b0c220666327a829af4102976c32d87c43f

README.Rmd

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## Estimation methods
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The workhorse function in **brglm2** is
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[`brglm_fit()`](https://github.com/ikosmidis/brglm2/blob/master/R/brglmFit.R)
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(or equivalently `brglmFit()` if you like camel case), which, as we
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did in the example above, can be passed directly to the `method`
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argument of the `glm()` function. `brglm_fit()` implements a quasi
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[Fisher scoring](https://en.wikipedia.org/wiki/Scoring_algorithm)
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procedure, whose special cases result in a range of explicit and
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implicit bias reduction methods for generalized linear models for more
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The workhorse function in **brglm2** is `brglm_fit()` (or equivalently
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`brglmFit()` if you like camel case), which, as we did in the example
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above, can be passed directly to the `method` argument of the `glm()`
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function. `brglm_fit()` implements a quasi [Fisher
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scoring](https://en.wikipedia.org/wiki/Scoring_algorithm) procedure,
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whose special cases result in a range of explicit and implicit bias
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reduction methods for generalized linear models for more
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details). Bias reduction for multinomial logistic regression (nominal
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responses) can be performed using the function `brmultinom()`, and for
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adjacent category models (ordinal responses) using the function
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implicit is as given in [Kosmidis
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(2014)](https://doi.org/10.1002/wics.1296).
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For logistic regression models, in particular, the
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[`mdypl_fit()`](https://github.com/ikosmidis/brglm2/blob/master/R/mdyplFit.R)
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For logistic regression models, in particular, the `mdypl_fit()`
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function provides maximum Diaconis-Ylvisaker prior penalized
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likelihood estimation, and can again be passed directly to the
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`method` argument of the `glm()` function. The `summary()` method for

README.md

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# install.packages("detectseparation")
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library("detectseparation")
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#>
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#> Attaching package: 'detectseparation'
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#> The following objects are masked from 'package:brglm2':
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#>
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#> check_infinite_estimates, detect_separation
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update(modML, method = detect_separation)
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#> Implementation: ROI | Solver: lpsolve
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#> Separation: TRUE
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## Estimation methods
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The workhorse function in **brglm2** is
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[`brglm_fit()`](https://github.com/ikosmidis/brglm2/blob/master/R/brglmFit.R)
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(or equivalently `brglmFit()` if you like camel case), which, as we did
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in the example above, can be passed directly to the `method` argument of
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the `glm()` function. `brglm_fit()` implements a quasi [Fisher
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The workhorse function in **brglm2** is `brglm_fit()` (or equivalently
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`brglmFit()` if you like camel case), which, as we did in the example
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above, can be passed directly to the `method` argument of the `glm()`
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function. `brglm_fit()` implements a quasi [Fisher
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scoring](https://en.wikipedia.org/wiki/Scoring_algorithm) procedure,
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whose special cases result in a range of explicit and implicit bias
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reduction methods for generalized linear models for more details). Bias
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The classification of bias reduction methods into explicit and implicit
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is as given in [Kosmidis (2014)](https://doi.org/10.1002/wics.1296).
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For logistic regression models, in particular, the
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[`mdypl_fit()`](https://github.com/ikosmidis/brglm2/blob/master/R/mdyplFit.R)
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For logistic regression models, in particular, the `mdypl_fit()`
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function provides maximum Diaconis-Ylvisaker prior penalized likelihood
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estimation, and can again be passed directly to the `method` argument of
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the `glm()` function. The `summary()` method for `mdyplFit` objects,

vignettes/iteration.Rmd

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The bias-reducing quasi Fisher scoring iteration is also described in detail in the [bias vignette](https://cran.r-project.org/package=enrichwith/vignettes/bias.html) of the [**enrichwith**](https://cran.r-project.org/package=enrichwith) R package. @kosmidis:10 describe a parallel quasi [Newton-Raphson](https://en.wikipedia.org/wiki/Newton%27s_method) procedure.
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Most of the material in this vignette comes from a presentation by [Ioannis Kosmidis](https://www.ikosmidis.com) at the useR! 2016 international conference at University of Stanford on 16 June 2016. The presentation was titled "Reduced-bias inference in generalized linear models" and can be watched online at this [link](https://channel9.msdn.com/Events/useR-international-R-User-conference/useR2016/brglm-Reduced-bias-inference-in-generalized-linear-models).
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Most of the material in this vignette comes from a presentation by [Ioannis Kosmidis](https://www.ikosmidis.com) at the useR! 2016 international conference at University of Stanford on 16 June 2016. The presentation was titled "Reduced-bias inference in generalized linear models".
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# Generalized linear models
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