(P=P)v(P=/=-P)
(P=P)v(P=/=-P)
If the laws of identity are applied to the laws of identity what happens when (P=P)v(P=/=-P)?
Re: (P=P)v(P=/=-P)
Toot toot Tootsie, goodbye. Toot toot Tootsie, don't cry.
Caused a sensation in 1927. First full-length talkie.
https://www.youtube.com/watch?v=KD_YRnuuKyY
Re: (P=P)v(P=/=-P)
Your jokes only point to a lack of argument on your part.wtf wrote: ↑Sun Jan 10, 2021 12:19 amToot toot Tootsie, goodbye. Toot toot Tootsie, don't cry.
Caused a sensation in 1927. First full-length talkie.
https://www.youtube.com/watch?v=KD_YRnuuKyY
Re: (P=P)v(P=/=-P)
I'll be your mirror
Reflect what you are, in case you don't know
https://www.youtube.com/watch?v=dMeZCPbM6bA
Re: (P=P)v(P=/=-P)
It means through self referentiality, where the laws are applied to eachother, one law is negated as false. If P=P is false then P can equal anything other than ¬P. If (P≠¬P) is false then P=¬P. The laws lead to contradiction if self applied.wtf wrote: ↑Sun Jan 10, 2021 8:20 amI'll be your mirror
Reflect what you are, in case you don't know
https://www.youtube.com/watch?v=dMeZCPbM6bA