The purpose of
tidystats is to take multiple statistical
tests, extract their statistics, and organize the statistics into a
file. It is the organization of the statistics that is probably the most
difficult and opinionated aspect of
tidystats. Below I show
what I’ve come up with. Please note that this is a work in progress and
that it might change when I add support for new statistical tests (or
after receiving feedback on the taxonomy).
A collection of statistics (e.g., t-value, p-value)
belonging to a test. Every test will have Statistics. Sometimes a test
only has one set of Statistics (e.g., a t-test) and other tests
have multiple sets of Statistics. For example, the Statistics of a
regression analysis done with
lm() consists of the model
fit Statistics and the Statistics belonging to each Term in the model.
Statistics have a Name to help indicate what the statistics refer
This category is a bit of a general category that refers to different components depending on the exact test. For example, in a regression analysis it refers to the coefficients, but in an ANOVA test of multiple models, it refers to the models being compared. A Term consists of a Name and a set of Statistics.
Refers to Statistics consisting of two variables, such as
correlations and covariances. However, this is only used when the number
of variables can be more than 2, such as in multilevel models or when
you tidy a correlation matrix. If you simply run a correlation test
cor.test()) and tidy the results, you will get a
list of Statistics, but not a list of Statistics including a Pair. The
reason for this category to exist is to tidy correlation or covariance
matrices. Pairs have two Names and a set of Statistics.
Groups is also a rather broad category. It can refer to grouped
descriptives (e.g., created with
within-subjects components in ANOVA, or to Groups in the Random Effects
of a multilevel model. A Group has a Name and can consist of Statistics,
Terms, and/or Pairs.
Effects is a category for multilevel models, which consists of Random Effects and Fixed Effects. Random Effects consists of Groups and Fixed Effects consists of Terms and Pairs.
Sometimes tests return multiple Models, each containing Statistics.
This category contains those models. Currently it is only used when
tidying certain tests from the