One of the mysteries of the English language finally explained.
(of a frequency distribution or its graphical representation) having the same kurtosis as the normal distribution.
- ‘If more flat-topped I term them platykurtic, if less flat-topped leptokurtic, and if equally flat-topped mesokurtic’.’
- ‘Using the formula provided in many other textbooks mesokurtic data will return a kurtosis of 3.0’
- ‘The mesokurtic distribution for Section C falls in-between these two extremes, showing both a moderate tendency to cluster and a moderate tendency to disperse.’
- ‘Values of 2 standard errors of kurtosis or more (regardless of sign) probably differ from mesokurtic to a significant degree.’
- ‘More descriptively, platykurtic curves tend to be elongated and flat, leptokurtic appear taller and narrow, and mesokurtic curves tend to be bell-shaped like the normal curve.’
Early 20th century: from meso- ‘middle’ + Greek kurtos ‘bulging’ + -ic.
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