I think the examples, "I am bald" and "I am tall" are bad examples. These examples don't come what "bald" or "tall" are formally defined as hence, it appear you are just applying fuzzy logic to make it work. If you provided baldness with a definition, everyone would be either bald or not bald. A better example of a hashtag might be the famous, " This sentence is false". If it's True, then it's false, and vice versa.
So non classical logic is logic plus referential index. No point in this field existing. This is pettiness for the sake of pleasing specific people who need every single comment specified before you move to the next sentence. "Black people tend to _____" "Well, not ALL black people." Yea. Noshit.. Again, this pedantry at its finest.
The third truth value is ϕ. It's the golden ratio. X^2 - X - 1 = 0. Take Z2 mod that irreducible polynomial (which has ϕ as a root). The result is that ϕ is the truth value "Both" (or "Neither"). Not hash. Also ϕ is 1 overstrike 0 which is cool cuz it's both 0 and 1. #rm3 #monad #goldenratio
issa pound sign bruh
Actually, it’s a sharp sign buddy
LOVED this!!
what about pq? only same p and q are T and rest F?
# The traffic light has 3 colours. But the yellow one isn't some addition to the classical logic. T, F, unprovable seems more reasonable.
I think the examples, "I am bald" and "I am tall" are bad examples. These examples don't come what "bald" or "tall" are formally defined as hence, it appear you are just applying fuzzy logic to make it work. If you provided baldness with a definition, everyone would be either bald or not bald. A better example of a hashtag might be the famous, " This sentence is false". If it's True, then it's false, and vice versa.
So non classical logic is logic plus referential index. No point in this field existing. This is pettiness for the sake of pleasing specific people who need every single comment specified before you move to the next sentence.
"Black people tend to _____"
"Well, not ALL black people."
Yea. Noshit..
Again, this pedantry at its finest.
The third truth value is ϕ. It's the golden ratio. X^2 - X - 1 = 0. Take Z2 mod that irreducible polynomial (which has ϕ as a root). The result is that ϕ is the truth value "Both" (or "Neither"). Not hash. Also ϕ is 1 overstrike 0 which is cool cuz it's both 0 and 1. #rm3 #monad #goldenratio