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doc: remove words
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chabulhwi committed Sep 30, 2024
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* Necessary condition: `p → q` also stands for "`p` only if `q`," that is, `q`
is a necessary condition for `p` to be true.
* Conversion: `q → p` is the converse of the implication `p → q`.
* Inversion: `¬p → ¬q` is the inverse of the implication `p → q`.
* Contraposition: `¬q → ¬p` is the contraposition of the implication `p → q`.
* Conversion: `q → p` is the converse of `p → q`.
* Inversion: `¬p → ¬q` is the inverse of `p → q`.
* Contraposition: `¬q → ¬p` is the contraposition of `p → q`.

### Equivalence

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