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Timeline for Sum ergo cogito?

Current License: CC BY-SA 4.0

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Aug 31, 2019 at 21:07 comment added Eodnhoj7 (P=P)=(-P=-P) works on the truth table. P if and only if (-P=-P) works as well because it requires expression through the law of identity. The same applies for -P if and only if (-P=-P), but this does not work. Even then the statement of (P=P)=(-P=-P) necessitates that considering both P and -P are subject to the law of identity, we are observing a contradiction in form. P=/-P can be expressed as (P=P)=/(-P=-P) as each variable is subject to the law of identity...but the calculator says (P=P)=(-P=-P). The calculator is to limited and cannot deal with advanced recurssion problems.
Aug 24, 2019 at 12:37 history answered Frank Hubeny CC BY-SA 4.0