Description Usage Arguments Details Value Author(s) References
This function detects suppression effects in regression models.
1 |
dat |
data.frame with data to be used |
dependent |
dependent variable in regression model |
independent |
character vector of independent variables in regression model |
full.return |
if if |
xlsx.path |
full path of Excel file that results should be written to |
formulae (13.39a) and (13.39b) decribed in Bortz (1999) page 446 are used
if full.return=TRUE
a data.frame is returned.
Columns are:
rownames: <dependent variable> ~ <independent variables> | <independent variable that is tested for suppression>
multiple.reg: logical, indicates wether there are 2 (FALSE) or more than 2 (TRUE) independent variables in the regression model
dep: dependent variabel in regression model
pred: independent variable that is investigated on suppression effect
preds: independent variables in regression model besides pred
cor_pred_c: correlation of pred
and dependent variable
cor_pred_fitted_c: correlation of predicted pred
by indepenent variables and dependent variable
r.sq_pred: R squared from model predicting pred
by independent variables
rterm.minus: right term in formula (13.39a)
rterm.plus: right termn in formula (13.39b)
rterm.minus.diff: difference of rterm.minus
and cor_pred_c
rterm.plus.diff: difference of cor_pred_c
and rterm.plus
(positive difference of rterm.minus.diff
or rterm.plus.diff
indicates suppression effect)
rterm.minus.log: logical value of formula (13.39a)
rterm.plus.log: logical value of formula (13.39b)
suppression: logical, rterm.minus.log
| rterm.plus.log
if full.return=FALSE
a data.frame as quadratic matrix is returned:
rows and columns are independent variables
diagonal includes suppression
for suppression effect of variable in multiple regression
triangles include suppression
for bivariate independent variables, "row" suppresses "column"
depends on options full.return
Martin Hecht
for formulae used by detect.suppression
see
Bortz, J. (1999). Statistik fuer Sozialwissenschaftler. 5. Auflage. Berlin: Springer. p. 446
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