OK. All you have said so far reduces to:Eodnhoj7 wrote: ↑Thu Feb 21, 2019 11:19 pmHere;Logik wrote: ↑Thu Feb 21, 2019 3:18 amI don't know if your stance is irrational or rational because I don't understand it.
What I do know about my own stance is that :
1. It's Turing-complete, and by the Curry-Howard isomorphism - it's Mathematically complete (that's HUUUUGE)
2. It's universal in that you can use computation to emulate n-value logics, fuzzy logics etc.
3. Peirce's Triadic Logic is a special case of n-valued logic. So it's a sub-subset of computation.
So if the "prime triad" is good, then I am sure the "prime quartet" or the "prime octet" or the "prime googoplex" is even better!
And n-valued logic is a generalization of all of them.
And computation is a Universalization of all logics.
Universality is a huge deal. If there's anything a computer can't do it is for one of two reasons:
1. It can do it but it will take way too much space (memory) or time.
2. It can't do it because we can't explain to the computer HOW to do it.
That is to say: we can't express the problem in Lambda calculus.
So if I am to sum up my argument. Lambda calculus is the language of HOW.
English is the language of WHAT.
An axiom is any observation that is self-evident truth to the observer.
1. The axiom may be an empirical phenomenon such as a spoon, a duck, or human individual.
2. The axiom may be an abstract phenomenon such as an equation, poem or platonic type form.
3. The axiom may be both and abstract phenomenon, or neither where self-evidence exists as a state of awareness.
1. All axioms are points of origin; hence all axioms as progressive linear definition and circularity are points of origins. The point of origin progresses to another point of origin through point 2 and cycles back to itself through point 3 with this linear progression and circularity originating from themselves, through eachother and point 1.
Point 1 is original and exists through points 2 and 3 as points 2 and 3.
As original Points 1,2,3 are extension of eachother as one axiom, while simultaneously being nothing in themselves as points of origin that invert to further axioms respectively; hence originate as 1 and 3 through 1 and 3 as 1 and 3 laws
2. All axioms are progressive linear definition; point 1 and 3 progress to point 2 as respective points of origin observed in point 1 while this linear progression from one to another through alternation and exists as circulation between points 1 and 3 to point 2 and point 2 progressing to points 1 and 3.
Point 2 is definitive and defines points 1 and 3 with points 1 and 3 defining point 2.
As definitive Points 1,2,3 progress from one to another and are inherently seperate. As seperating one from another they are connected under a common function of "seperation"; hence are defined as 1 and 3 through 1 and 3 as 1 and 3 laws.
3. All axioms are maintain through a circularity, as linear alternation through point 2, and points of origin as point 1, with point 1 and 2 circulating through each other as point three while circulating through themselves as each other. Point 3 maintains itself as circular and maintains points 1 and 2 as circular while points 1,2 and 3 circulating through eachother maintain eachother.
Point 3 is circular and exists through 1 and 2 as 1 and 2.
As circular Points 1,2,3 are maintained through eachother as eachother as one axiom, while simultaneously dissolving into further axioms as eachother; hence they circulate as 1 and 3 through 1 and 3 as 1 and 3 laws.
Let A be a spoon.
Let B be a platonic form
Let C be a concept
We have A, B and C.
And what happens next?