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math gets really difficult when applied to gender ๐
(hexbear.net)
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this post was submitted on 23 Mar 2024
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โgreater than" and "less than" are missing the "or equal to". A difference of exactly 1 should be sufficient for an absolute victory. I'm also missing a definition of what negative numbers on an axis mean, since they are currently implied to reach absolute victories and are not excluded by the definition. I'll show myself out ๐
We simply define the two dimensional space as an empirical observation, where the median man is located at position (0,1). So there potentially exist men at position (0.1,1.1) but the epicenter of masculinity is at this coordinate - similarly so for female. In the construction of this simplified geometric space we have no guarantees except the median property of the two most popular genders. Since nonbinary genders frequently defy notions of categorization there is no reason to believe that the projection of an extremely high dimensional gender into this space will yield numbers with any meaningful properties. All we can say for certain is that a Manhattan distance greater than or equal to one is sufficient for an absolute win.
Fair enough. No more questions on your dissertation from my end.
Yay! Does this mean I graduate?