One way analysis of variance
Value
ifr_oneway_anova
returns an object of class "ifr_oneway_anova"
.
An object of class "ifr_oneway_anova"
is a list containing the
following components:
- adjusted_r2
adjusted r squared value
- df_btw
between groups degress of freedom
- df_within
within groups degress of freedom
- df_total
total degress of freedom
- fstat
f value
- group_stats
group statistics
- ms_btw
between groups mean square
- ms_within
within groups mean square
- obs
number of observations
- pval
p value
- r2
r squared value
- rmse
root mean squared error
- ss_between
between group sum of squares
- ss_within
within group sum of squares
- ss_total
total sum of squares
References
Kutner, M. H., Nachtsheim, C., Neter, J., & Li, W. (2005). Applied linear statistical models. Boston: McGraw-Hill Irwin.
Examples
ifr_oneway_anova(mtcars, mpg, cyl)
#> ANOVA
#> --------------------------------------------------------------------
#> Sum of
#> Squares DF Mean Square F Sig.
#> --------------------------------------------------------------------
#> Between Groups 824.785 2 412.392 39.699 0
#> Within Groups 301.263 29 10.388
#> Total 1126.048 31
#> --------------------------------------------------------------------
#>
#> Report
#> ----------------------------------------
#> Category N Mean Std. Dev.
#> ----------------------------------------
#> 4 11 26.664 4.510
#> 6 7 19.743 1.454
#> 8 14 15.100 2.560
#> ----------------------------------------
#>
#> Number of obs = 32 R-squared = 0.7325
#> Root MSE = 3.2231 Adj R-squared = 0.714
#>
ifr_oneway_anova(hsb, write, prog)
#> ANOVA
#> ----------------------------------------------------------------------
#> Sum of
#> Squares DF Mean Square F Sig.
#> ----------------------------------------------------------------------
#> Between Groups 3175.698 2 1587.849 21.275 0
#> Within Groups 14703.177 197 74.635
#> Total 17878.875 199
#> ----------------------------------------------------------------------
#>
#> Report
#> -----------------------------------------
#> Category N Mean Std. Dev.
#> -----------------------------------------
#> 1 45 51.333 9.398
#> 2 105 56.257 7.943
#> 3 50 46.760 9.319
#> -----------------------------------------
#>
#> Number of obs = 200 R-squared = 0.1776
#> Root MSE = 8.6392 Adj R-squared = 0.1693
#>