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Beyond  p  value:  Effect Size  April 4, 2008 Guy Lion
P value vs Effect Size ,[object Object],P value = probability sample Means  are the same . (1 – P) or C.L. = probability sample Means  are different . Effect Size =  how different  sample Means are. *Statistically significant does not imply “significant.”  [Webster: … of consequence.]
Effect Size in Plain English Large Effect Size is visible without looking at a large sample.  ,[object Object],[object Object],[object Object],[object Object],With sea lions gender has a large Effect Size.   With pugs gender has a small Effect Size
Effect Size Measures Cohen’s d = (Mean Pilot  – Mean Control )/Pooled Stand. Deviation Cohen’s d is similar to the unpaired t test t value.  It relies on Standard Deviations instead of Standard Errors. Hedges’ g is a more accurate version of Cohen’s d Hedges’ Cohen’s d Adjustment for small sample
Pilots vs Controls In this example, there is a 1.9 Standard deviation difference between Pilots and Controls.
Effect Size Info
An Example
ES Confidence Interval The Effect Size standard deviation formula allows to build Confidence Intervals around Effect Size values.
1 st  Nonparametric test: Gamma Index   Recalculated Gamma Index to make it the same sign as Cohen's d and Hedges' g.
2 nd  Nonparametric test: Cliff Delta Cliff Delta ranges between +1 when all values of one group are higher than the values of the other group and – 1 when reverse is true. Two overlapping distributions would have a Cliff Delta of 0.
Cliff Delta efficiently… [(1 x 0) – (1 x 8)]/10 = -0.8
Cliff Delta vs Cohen’s d If distributions are Normal, Cliff Delta = Percent of Nonoverlap within a Cohen's d framework.
Effect Size and Sample Size requirement The above formula results from the algebraic transformation of:  t stat or Z value = Difference in Means/Group Standard Error.
Testing Sample Size
Conclusion ,[object Object],[object Object],[object Object]

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Effect Size

  • 1. Beyond p value: Effect Size April 4, 2008 Guy Lion
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  • 4. Effect Size Measures Cohen’s d = (Mean Pilot – Mean Control )/Pooled Stand. Deviation Cohen’s d is similar to the unpaired t test t value. It relies on Standard Deviations instead of Standard Errors. Hedges’ g is a more accurate version of Cohen’s d Hedges’ Cohen’s d Adjustment for small sample
  • 5. Pilots vs Controls In this example, there is a 1.9 Standard deviation difference between Pilots and Controls.
  • 8. ES Confidence Interval The Effect Size standard deviation formula allows to build Confidence Intervals around Effect Size values.
  • 9. 1 st Nonparametric test: Gamma Index Recalculated Gamma Index to make it the same sign as Cohen's d and Hedges' g.
  • 10. 2 nd Nonparametric test: Cliff Delta Cliff Delta ranges between +1 when all values of one group are higher than the values of the other group and – 1 when reverse is true. Two overlapping distributions would have a Cliff Delta of 0.
  • 11. Cliff Delta efficiently… [(1 x 0) – (1 x 8)]/10 = -0.8
  • 12. Cliff Delta vs Cohen’s d If distributions are Normal, Cliff Delta = Percent of Nonoverlap within a Cohen's d framework.
  • 13. Effect Size and Sample Size requirement The above formula results from the algebraic transformation of: t stat or Z value = Difference in Means/Group Standard Error.
  • 15.