Zipf's law is a statement about the results of a frequency analysis. Frequency analysis has been a core part of Linear A efforts for a long time, as you'd expe

Zipf's law is a statement about the results of a frequency analysis. Frequency analysis has been a core part of Linear A efforts for a long time, as you'd expect considering how important it was to Ventris in deciphering Linear B. See for example "On the Language of Linear A" from 1958 (https://gredos.usal.es/bitstream/handle/10366/73246/On_the_Language_of_Linear_A.pdf?sequence=1 https://gredos.usal.es/bitstream/handle/10366/73246/On_the_L...) or "Greek-like Elements in Linear A" from 1963 (https://grbs.library.duke.edu/article/viewFile/11991/4031 https://grbs.library.duke.edu/article/viewFile/11991/4031). For something more recent, there's "Linear A and Linear B: Structural and contextual concerns" from 2017 (https://core.ac.uk/download/pdf/200196986.pdf https://core.ac.uk/download/pdf/200196986.pdf). (One of the authors of that one, Steele, also has a blog: https://crewsproject.wordpress.com/tag/linear-a/ https://crewsproject.wordpress.com/tag/linear-a/)