That’s a very good point. Gonna give you +1 on that. The language, or type system, I am offering has the merit of no such type system being devised before. I stick to this unless proven wrong.
Academic philosophy has it’s good sides. “Vagrant predicates” by Rescher are an impressive and pretty recent invention. I also like confirmation holism. But as far as I know, nobody has tried to do an ontology with the following features:
Is analytically defined
Explains both strong and weak emergence
Precision of conceptual differentiation can be expanded arbitrarily (in this case by splitting continua into a greater amount of levels)
Includes its own incompleteness as a non-well-formed set (Dynamic Quality)
Uses an assumption of symmetry to figure out the contents and structure of irrational ontological categories which are inherently unable to account for their structure, with no apparent problems
Once you grasp the scope of this theory I don’t think you’ll find a simpler theory to include all that meaningfully—but please do tell me if you do. I still think my theory is relatively simple when compared to quantum mechanics, except that it has a broad scope.
In any case, the point is that on a closer look it appears that my theory has no viable competition, hence, it is the first standard and not the 15th. No other ontology attempts to cover this broad a scope into a formal model.
That’s a very good point. Gonna give you +1 on that. The language, or type system, I am offering has the merit of no such type system being devised before. I stick to this unless proven wrong.
Academic philosophy has it’s good sides. “Vagrant predicates” by Rescher are an impressive and pretty recent invention. I also like confirmation holism. But as far as I know, nobody has tried to do an ontology with the following features:
Is analytically defined
Explains both strong and weak emergence
Precision of conceptual differentiation can be expanded arbitrarily (in this case by splitting continua into a greater amount of levels)
Includes its own incompleteness as a non-well-formed set (Dynamic Quality)
Uses an assumption of symmetry to figure out the contents and structure of irrational ontological categories which are inherently unable to account for their structure, with no apparent problems
Once you grasp the scope of this theory I don’t think you’ll find a simpler theory to include all that meaningfully—but please do tell me if you do. I still think my theory is relatively simple when compared to quantum mechanics, except that it has a broad scope.
In any case, the point is that on a closer look it appears that my theory has no viable competition, hence, it is the first standard and not the 15th. No other ontology attempts to cover this broad a scope into a formal model.