How to cite the R package sjstats

sjstats is a popular R package that is available at https://cran.r-project.org/web/packages/sjstats/index.html. By citing R packages in your paper you lay the grounds for others to be able to reproduce your analysis and secondly you are acknowledging the time and work people have spent creating the package.

APA citation

Formatted according to the APA Publication Manual 7th edition. Simply copy it to the References page as is.

APA

The minimal requirement is to cite the R package in text along with the version number. Additionally, you can include the reference list entry the authors of the sjstats package have suggested.

Example of an in-text citation

Analysis of the data was done using the sjstats package (v0.18.1; Lüdecke, 2018).

Reference list entry

Lüdecke, D. (2018). Sjstats: Statistical functions for regression models. Zenodo. https://doi.org/10.5281/ZENODO.1284472

Vancouver citation

Formatted according to Vancouver style. Simply copy it to the references section as is.

Vancouver

Example of an in-text citation

Analysis of the data was done using the sjstats package v0.18.1 (1).

Reference list entry

1.
Lüdecke D. Sjstats: Statistical functions for regression models [Internet]. Zenodo; 2018. Available from: http://dx.doi.org/10.5281/ZENODO.1284472

BibTeX

Reference entry in BibTeX format. Simply copy it to your favorite citation manager.

BibTeX
@MISC{Ludecke2018-xq,
  title     = "Sjstats: Statistical functions for regression models",
  author    = "L{\"u}decke, Daniel",
  abstract  = "General Revised help-files for r2() and icc(), also by adding
               more references. New functions re\_grp\_var() to find group
               factors of random effects in mixed models. Changes to functions
               omega\_sq() and eta\_sq() give more informative messages when
               using non-supported objects. r2() and icc() give more
               informative warnings and messages. tidy\_stan() supports
               printing simplex parameters of monotonic effects of brms models.
               grpmean() and mwu() get a file and encoding argument, to save
               the HTML output as file. Bug fixes model\_frame() now correctly
               names the offset-columns for terms provided as offset-argument
               (i.e. for models where the offset was not specified inside the
               formula). Fixed issue with weights-argument in grpmean() when
               variable name was passed as character vector. Fixed issue with
               r2() for glmmTMB models with ar1 random effects structure.",
  publisher = "Zenodo",
  year      =  2018,
  url       = "http://dx.doi.org/10.5281/ZENODO.1284472",
  doi       = "10.5281/ZENODO.1284472"
}

RIS

Reference entry in RIS format. Simply copy it to your favorite citation manager.

RIS
TY  - COMP
AU  - Lüdecke, Daniel
TI  - Sjstats: Statistical functions for regression models
PY  - 2018
DA  - 2018
PB  - Zenodo
AB  - General Revised help-files for r2() and icc(), also by adding more
      references. New functions re_grp_var() to find group factors of random
      effects in mixed models. Changes to functions omega_sq() and eta_sq() give
      more informative messages when using non-supported objects. r2() and icc()
      give more informative warnings and messages. tidy_stan() supports printing
      simplex parameters of monotonic effects of brms models. grpmean() and
      mwu() get a file and encoding argument, to save the HTML output as file.
      Bug fixes model_frame() now correctly names the offset-columns for terms
      provided as offset-argument (i.e. for models where the offset was not
      specified inside the formula). Fixed issue with weights-argument in
      grpmean() when variable name was passed as character vector. Fixed issue
      with r2() for glmmTMB models with ar1 random effects structure.
DO  - 10.5281/ZENODO.1284472
UR  - http://dx.doi.org/10.5281/ZENODO.1284472
ER  - 

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sjstats R package release history

VersionRelease date
0.18.02020-05-06
0.17.92020-02-06
0.17.82020-01-21
0.17.72019-11-14
0.17.62019-09-09
0.17.52019-06-04
0.17.42019-03-15
0.17.32019-01-07
0.17.22018-11-15
0.17.12018-10-02
0.17.02018-08-20
0.16.02018-07-10
0.15.02018-06-06
0.14.32018-05-02
0.14.2-32018-03-28
0.14.2-22018-03-26
0.14.22018-03-25
0.14.12018-02-04
0.14.02018-01-14
0.13.02017-11-23
0.12.02017-10-17
0.11.22017-09-28
0.11.12017-09-16
0.11.02017-08-21
0.10.32017-07-24
0.10.22017-06-27
0.10.12017-06-15
0.10.02017-04-11
0.9.02017-03-06
0.8.02017-02-03
0.7.12016-12-18
0.7.02016-12-08
0.6.02016-10-31
0.5.02016-09-26
0.4.02016-08-26
0.3.02016-07-30
0.2.02016-06-20
0.1.02016-05-23