Using mean and median averages to calculate the pay gap
The concept of the gender pay gap is often used to describe the differences in pay between women and men on an average basis, i.e. mean values. Mean values are calculated by dividing the sum of all values by the number of values: the mean pay is thus the sum of all pay divided by the number of people in the group. The median pay is the middle pay level among a group of pay levels sorted in ascending order, from lowest to highest. The National Mediation Office, which is responsible for statistics on the pay structure in Sweden, states that ‘the median value can be useful if a distribution is skewed, with many people earning significantly more or less than the rest of the group
’ (
www.mi.se). A report on the pay gap in Norway (Grini & Fløtre, 2023) states that the pay gap is reduced if median rather than mean pay is used as a measure. One aspect addressed by the report is that there are more women in the lowest paid group, as well as noticeably more men in the highest paid group. The Nordic Council of Ministers’ report
Increasing Income Inequality in the Nordics (Aaberge et al., 2018) uses median values throughout but also points out that the use of related values, such as percentiles (differences in pay between those who, for example, are in the 25% pay percentile – rather than 50%, as in the median – from the lowest or highest earners) may be needed to detect differences that are not picked up through the use of median values alone.
The choice of whether to use mean or median values is a judgement call. If the purpose of analysis is to determine the difference in pay for ‘most’ people across a subset of occupations, ignoring the fact that a number of individuals (usually men) will have significantly higher pay within this group, the median is the more suitable metric. If, on the other hand, the comparison of all pay within an occupation is most relevant, the mean pay is most applicable. For the purposes of the calculations in this report, the latter position is taken and the mean average is used. Another reason is that the mean is the measure most often used in other contexts. However, the authors believe that both mean and median values can, or even should, be used when analysing pay gaps for work of equal value.