Publication Date:
2018
abstract:
We survey effect measures for models for ordinal categorical
data that can be simpler to interpret than the model parameters.
For describing the effect of an explanatory variable while adjusting
for other explanatory variables, we present probability-based
measures, including a measure of relative size and partial effect
measures based on instantaneous rates of change. We also discuss
summary measures of predictive power that are analogs of $R$-squared
and multiple correlation for quantitative response variables. We
illustrate the measures for an example and provide { tfamily R}
code for implementing them.
data that can be simpler to interpret than the model parameters.
For describing the effect of an explanatory variable while adjusting
for other explanatory variables, we present probability-based
measures, including a measure of relative size and partial effect
measures based on instantaneous rates of change. We also discuss
summary measures of predictive power that are analogs of $R$-squared
and multiple correlation for quantitative response variables. We
illustrate the measures for an example and provide { tfamily R}
code for implementing them.
Iris type:
1.1 Articolo in rivista
Keywords:
cumulative link models, cumulative logits, marginal effects,
multiple correlation, proportional odds,
R-squared, stochastic ordering
List of contributors:
Agresti, ALAN GILBERT; Tarantola, Claudia
Published in: