Yeah, I just don’t see any new knowledge being generated, nor a concrete example. If we take A to be a tree, A=A leads to a tree is a tree. A=A=A=A is a tree is a tree is the same as the statement a tree is a tree. It’s not a fractal, a multi-dimensional sequence, or a physical scale. It’s just a repetition. Again, what would be some new knowledge we would get about the world?
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There was no claim about new knowledge. There is an implication that circular reasoning has more layers of expression by containing multiple linear sequences.
The concrete example was the stone. The logical example was the basic law of identity.
The distinction of stone has layers.
The basic law of identity has layers.
If you need another example, a natural one, it is the recycling and variation of genes across a spectrum of an organism within a given environment.
You are looking for a concrete example and yet that definition of concrete is a conceptualization as the distinction of “concrete” is an abstraction. Concrete is given and yet that concrete, via the distinction of stone, is not grounded in anything but an event of limits.
Relative to the logical one of the law identity, identity is not purely propositional, you are applying a mismatched context. The law of identity effectively is a fractal by degree of expression.
A=A
Where A = tree, car, thought…etc
Reveals the law as scaling.
The law of identity also self scales by degree of self-application as
A can equal (A=A), (A=A)=(A=A), so on and so forther this the basic law of identity, because it has to be subject to itself for it to have an identity, via the law, has multiple expressions.
What remains is the scaling of distinctions, limits, which occur in variations.
The text presented a recursive distinction that layers as a new distinction given each recursive sequence is new distinction that is contained by and contains others.
The reason why distinction is the sole primitive is that all things can be reduced to a primitive of distinction. It is a trans empirical/abstract event.