How to use this tool
- Enter observations.
- Select Calculate to view the result.
- Check the method and assumptions below before using the result.
The method, explained
Let g2=m4/m2²−3. Corrected excess=[(n−1)/((n−2)(n−3))]×[(n+1)g2+6].
Using observations = 1, 2, 3, 4, 5, the result is -1.2. Change these example inputs to match your task; use the method above to check each step.
What to keep in mind
Fisher excess convention: normal-distribution population excess is zero. Sample corrections vary across software settings. A descriptive or probability calculation under the stated assumptions. Check the sample design and model before interpreting results.
Common questions
Which inputs does this calculation need?
Compute bias-corrected Fisher excess kurtosis from sample observations. Enter observations. The filled example is editable and is not a saved personal record.
How should I interpret the result?
Fisher excess convention: normal-distribution population excess is zero. Sample corrections vary across software settings. A descriptive or probability calculation under the stated assumptions. Check the sample design and model before interpreting results.
Methodology maintained by ClarityKit. How these tools are built and checked.