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How to do non-P proposition in mathematics? It seems that a simple proposition is different?
Non-P means negative conditions and conclusions, and no proposition means negative conclusions, keeping the conditions unchanged.

For example, if a delta is a right angle delta, then a? +b? =c?

Non-p, if a δ is not a right angle δ, then a? +b? Not equal to c? .

There is no proposition, if a δ is a right angle δ, then a? +b? Not equal to c?