Cross-posted to a couple of places, even my own journal. I know about some stats geeks on my FList so don't pretend you're not there.
I need someone to help me confirm my assumptions on how to calculate effect sizes.
What I have done is run a two-way subjects mixed ANOVA and my course requires us to give η2 (eta squared in case the symbol doesn't show up) as an effect size. We're not supposed to use the partial eta squared as provided by SPSS, so this means I have to do some calculating by hand. While usually η2 is calculated by dividing the Sum of Squares for the particular treatment by the Total Sum of Squares, I'm a bit confused as to what makes up the Total Sum of Squares in a 2-way mixed ANOVA (I have SPSS output to work with). What I've done is to add up the Sum of Squares for the within-subjects treatment, that of the interaction between within and between-subjects, the error of the within-subjects variable and the error of the between-subjects variable. Does this make sense or mostly is this correct?
Thanks in advance if anyone can help me out.
August 7 2005, 05:26:57 UTC 6 years ago
ok i need to refer to my notes for this one, i don't know the manual calculations off my heart since we mostly (but not always) used the SPSS output and i did this one year ago (whoa!) but if i find my notes, i'll be able to help. can't promise though since i gave most of them away.
gimme one hour or so, k? i need to catch up with my flist first.
August 7 2005, 05:33:00 UTC 6 years ago
August 7 2005, 08:12:30 UTC 6 years ago
so as long as you have the formula for both, that should be fine. the formulas i used are in the book, hahaha. i could only find formulas for SSS and SSE for one way ANOVA.
i hope someone else helped you with this. i feel so useless but i studied this ages ago :(
August 7 2005, 15:44:19 UTC 6 years ago
August 7 2005, 15:51:22 UTC 6 years ago
August 7 2005, 16:30:59 UTC 6 years ago
August 9 2005, 11:54:18 UTC 6 years ago
August 9 2005, 13:00:21 UTC 6 years ago
August 7 2005, 15:42:19 UTC 6 years ago
August 7 2005, 15:49:14 UTC 6 years ago
the point is, if it's an accuracy thing, then they should be very closely related if you ask me.
i'm sorry i couldn't help but i gave all my notes away :( and i did this one year ago so i can't remember the formulas off by heart.
August 10 2005, 21:56:06 UTC 6 years ago
August 11 2005, 11:04:58 UTC 6 years ago
August 11 2005, 11:32:04 UTC 6 years ago
August 7 2005, 15:45:11 UTC 6 years ago