BUG: zero result in Series.kurt for low variance arrays
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Alvaro-Kothe
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Series.kurt for low variance arraysSeries.kurt for low variance arrays
mroeschke
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Sep 22, 2025
| m4 = adjusted4.sum(axis, dtype=np.float64) | ||
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| # Several floating point errors may occur during the summation due to rounding. | ||
| # We need to estimate an upper bound to the error to consider the data constant. |
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Could you also mention and maybe link to where Scipy does a similar calculation?
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I added the permalink. It's also important to point out that I adapted their code to use the maximum instead of the mean for scaling. I was worried about zero mean, resulting in tolerance=0. Let me know if it needs any further modifications.
mroeschke
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Sep 22, 2025
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Thanks @Alvaro-Kothe |
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doc/source/whatsnew/vX.X.X.rstfile if fixing a bug or adding a new feature.This PR fixes a bug in
Series.kurtwhere a fixed tolerance of1e-14caused incorrect results for low-variance arrays.The tolerance is now computed based on the data magnitude, using an approach based on SciPy's implementation.
Additional notes:
test_constant_seriesbecause it was only showingAssertionErrorwhen I broke this test.st.kurtosis(data, bias=False): 18.087646853025614st.kurtosis(data, bias=True): 14.916104870028551