Monday, October 16, 2017

What about the combinatorials?

California legally recognizes third gender option


If member one and two are OK then here is an operation to create fourth member, outside of the three; a blend of one and two.  We should assume spin exclusion, so only unique combinations of 1-3 of the given genders allowed. The resultant set of all combinations leaves us complete,  any combination resolves back to a member of the set, the uniques.

For genders a,b,c with no duplicates, these are the permissible sets, and any combination or intersection of the commutable elements results in a member of the et, except null.  If we include null then we admit of a lass of self transitioning genders, ruining the whole point. Can't be a member of the Null gender.

How do genders intersect, make a composite of their genders differences?  Unknown.

a,b,c,ab,ac,bc,abc

The plumbing will be difficult and costly.

No comments: