Hadamard rotation made retained-channel marginals substantially closer to Gaussian on the calibration data, although mild tail deviation remained and the paper treats Gaussianity as an empirical working assumption rather than a guarantee.

Hadamard rotation made retained-channel marginals substantially closer to Gaussian on the calibration data, although mild tail deviation remained and the paper treats Gaussianity as an empirical working assumption rather than a guarantee. · CiteArk

Measurement results

0/4 assessed

0 supported0 disputed or conflicting4 not assessed

The complete result group stays with its claim. Assessed rows come first; their judgments do not replace the whole-claim conclusion. Expand a row for conditions, sources, and evidence history.

Each row is a measurement with its reported value, latest available observation, and cumulative evidence state.
Reported	Latest observation	Evidence judgment
0.3 excess kurtosis	—	Not assessed
0.2 excess kurtosis	—	Not assessed
1.1 excess kurtosis	—	Not assessed
2.5 sigma	—	Not assessed

Hadamard rotation made retained-channel marginals substantially closer to Gaussian on the calibration data, although mild tail deviation remained and the paper treats Gaussianity as an empirical working assumption rather than a guarantee.

Reported and observed measurements

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Measurement results