Sendraks wrote:JamesSS wrote:Rocks stop/block things. It has the property of
inertia (or momentum if moving). If you take that inertia away, it stops or blocks nothing. Also take away its
gravitational affect and it is left with no affect at all. It doesn't even have shape any more. It no longer exists.
You're simply talking about removing the rock. Which would have the same effect as removing its behaviour. The talk of removing the behaviour is redundant.
My point was that if you say that a rock is not equivalent to its behavior, then you should be able to conceptually remove its behavior and still have something left, yet you don't. An object and that object's behavior (or "properties") are the same thing.
logical bob wrote:Mathematicians like to say that for a bounded set of real numbers there exists a least upper bound, or that there does not exist a largest prime number. Would you say they are abusing the word "exist," and if not how does your affective ontology account for this?
Affect
ance ontology allows for, yet doesn't require,
multiple "realms" of existence so as to ease the thinking process. Within each designated realm any item must have affect upon other items within that same realm in order to be said to exist in that realm, but not required to have affect upon anything in any other realm. One can speak in terms of different realms in order to suit different purposes, much like changing from French to German or Spanish to English and back. Changing which realm one wishes to speak in terms of is like changing between Laplace transforms and normal math or speaking in metaphor instead of simile. And as always, one must not get them confused.
When one speaks of ideals, forms, concepts, angels, strategies, mathematics, laws, and gods, one is not speaking of the
Physical realm, but rather the
Conceptual, Ideal, Abstract, or Divine realm (as Plato pointed out). Optionally, one could speak of a concept as a pattern of a neural network actively processing, but an ontology is a language for the purpose of allowing convenient thought. So it is a little more rational to simply designate a set or realm for dealing with ideally defined objects that could never be physically actualized but serve a purpose, such as circles, squares, imaginary numbers, honest politicians, and the like.
In the Conceptual Realm, each concept affects the others. A straight line affects what a square is. A curve affects what a circle is. And it is all merely a matter of convenience of thought. Without the Conceptual Realm, how does one speak of an ideal circle that can never physically exist?
I designed in three realms:
1) Physical Realm (physics)
2) Conceptual Realm (metaphysics)
3) Perceptual Realm (psychology)
Spinozasgalt wrote:Well, Thomas Aquinas...
Much like Espinoza, he didn't quite cut it.