Valid and this is very certainly my math bias poking through. Though I think to consider the false case of a gender binary, the 1-bit value being M or F would suggest it’s describing the scope of gender expressions in memory values, and this interpretation seems to continue with the meme of it needing to be a 64-bit gender. So in correcting that falsehood, it would be a the space that have spots for all possible gender expressions.

While I agree the tautological approach of person['gender'] = "{Person's gender}" would accurately label all genders, I think the radical point to make is that the space itself is the confining factor. My point being the systems needed to properly represent a gender expression can only be approximated with finite discrete systems.

Agreed the difficulty of describing the gender space even would be near impossible! I always say the simplest way I can describe mine is: Ae^iαt|💪> + Be^iβt|💅> + Ce^iγt|🤖>

|💪>, |💅>, and |🤖> of course being the base vectors I find most useful as invariant under my transformation.

Though, to ramble a bit

Please, this is a very serious conversation about very serious things like an n-dimensional gender hyperspace! Please refrain from nonsensical ramblings.

I guess the real question is, what would best represent your eigenvectors?

Sure, but just because sine is one function doesn’t mean it’s accurately replicable in a finite discrete system.

I read your previous comment as making the point that because there are finite people, there will be finite values of gender, and therefore discrete and replicable. If it’s continuous and variable, even if there are finite individuals that have finite methods of expressions their gender, gender itself spans the reals.

finite number of individuals, there will also necessarily only ever be a finite number of different gender expressions

This only demonstrates that there will be a finite number of genders at any given instance. One could be more fluid and a responsive gender such that it maximizes the gay of any particular kiss they are having at the time.

Bold of programmers to assume gender can be expressed accurately in a finite discrete system. Gonna have to bust the Taylor series for some better approximation.