If you assume “This statement is true” as TRUE , then there is no contradiction to this , it is true only,
but if you assume “This statement is false” as TRUE , but this statement is actually false , so here is a contradiction.
you can refer → https://www.quora.com/The-liars-paradox-is-usually-resolved-by-saying-the-statement-is-neither-true-nor-false-but-what-about-the-statement-this-sentence-is-not-true-How-do-we-resolve-this-form-of-the-paradox
Aditi Thakur
I think its the same .(reverse of this)
Statement : Statement is false.
Assuming Statement = True, then Statement is false.
Assuming Statement = False, then Statement is true.
Hence its a paradox.
Do we need to prove the contradiction for all the possible assumptions or for just one is enough to be called a paradox?
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