rations that operate on whole sets.
Examples of 2-adic set operations (so 3-adic set relations)
are things like Intersection, Union, Relational Composition.
Examples of 1-adic set operations (so 2-adic set relations)
are things like Complementation and the various Projections.
To do anything that qualifies as an "analysis" (up-chunking)
of a set, one would have to use "forms of analysis" that are
at least as adic as 2-adic set operations (3-adic relations).

&gt; Indeed your argument now seems to be that it