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We show how the Cramer Rao lower bound can be calculated for data obtained from multidimensional NMR experiments.
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Median values and interquartile ranges (IQRs) were calculated for data that were non-normally distributed.
Therefore, the mean of 3 trials for each muscle was calculated for data analysis.
Every sample was measured 3 times and the mean was calculated for data analysis.
Relative fold-change values were calculated for data from each sex and time point.
Mean ± standard deviation (SD) was calculated for data obtained from quantitative evaluation for immunoblotting, in situ hybridization and immunofluorescence assays.
Phase was calculated for data filtered offline between 4 and 12 Hz, to eliminate the phase delays inherent in online filtering.
The spFRET histograms were calculated for data binned at 1 kHz, and the shape of α1AT is therefore averaged over the time (hundreds of microseconds) it takes for the molecules to traverse the observation volume.
Weighted mean difference or standard mean difference will be calculated for continuous data.
Means and SDs will be calculated for continuous data that follow a normal distribution.
Descriptive statistics will be calculated for the data set, including frequencies, means, and standard deviations.
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