Can a line be straight and curved at the same time?
ie, can a straight line also be curved? or can a curved line also be straight?
Context-dependent-only skill(ers) can't get a Cross-context state like "belongs to
AND does not belong to".
Context-dependent-only skill(ers) can't get that being a line is a Cross-contexts state among being curved or straight line, where being curved or straight is a context-dependent state of being a line.
Once again it is demonstrated that Context-dependent-only skill(ers) can't get X, unless it is classified by special (context-dependent) case of it.
Organic Mathematics is not less than Cross-contexts
AND Context-dependent framework, which is inaccessible to Context-dependent-only skill(ers) that get everything in terms of a collection of classified closed boxes.
The irony is the attempt of Context-dependent-only skill(ers) to fit Cross-contexts
AND Context-dependent framework to some classified Context-dependent box.
It appears that its you other guys who are attempting to wrap Doron up in definitions rather than consider what he's saying.
Thank you punshhh for get it and clearly express it.
I would add that there is nothing wrong about definitions, if they are not limited only to verbal_symbolic or context-dependent frameworks.
This is exactly the novelty of Organic Mathematics, it is not less than Cross-contexts
AND Context-dependent framework, and this long thread is a concrete example of the inability of Context-dependent-only skill(ers) to get it.
I'm sure all people will be surprised to find that classifying them as unemployed or employment people, actually define them as people.
Context-dependent-only skill(ers) are doing exactly this, they define people only by some classification (context-dependent state) of them.
Another example:
"poodles", "terriers", "dogs", "lines", "curved", "straight" and even "state" are all nothing but words for verbal_symbolic-only skill(ers) and thus have meanings that are dependent only upon the context they are used within the verbal_symbolic-only classified boxes.