Law of excluded middle (source code)

= Law of excluded middle
{wiki=Law_of_excluded_middle}

The Law of Excluded Middle is a principle in classical logic that states that for any proposition \\( P \\), either \\( P \\) is true or its negation \\( \\neg P \\) is true. In formal terms, it can be expressed as: \\\[ P \\lor \\neg P \\\] This means that there is no third option or middle ground between a statement being true and it being false.