I am saying P=P but the statement is incomplete. — eodnhoj7
I just said in the above P=P is incomplete in the quote. — eodnhoj7
If P=P requires -P=-P to exist and is incomplete without -P then what is incomplete is void on its own terms as it must exist through further axioms.
Because it must progress to further axioms, considering it is only a part, it does not exist on its own terms. — eodnhoj7
=> e.g. cow, ball, etc.Everything that exists has a specific nature. Each entity exists as something in particular and it has characteristics that are a part of what it is. — BrianW
1. All logic is a continuum as:
A. a point of origin in which all axioms are extensions of all axioms and as individual axioms they are void. — eodnhoj7
B. Linear defintion where axioms are separated or connected relative to begining axiom observed. — eodnhoj7
C. Circular maintainance where all axioms are maintained or dissolved in accords to there circular movement. — eodnhoj7
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