Descartes' doctrine of clear and distinct perception holds that some necessary truths—like cogito and mathematical axioms—are grasped with a certainty that forecloses error by the nature of the mental act itself.
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forecloses error(describing how clear and distinct perception works)
Makes it impossible to be wrong; prevents mistakes from occurring.
mathematical axioms(another example of truths Descartes saw as certain)
Basic assumptions or starting rules in mathematics that are accepted as obviously true without needing proof (like 'a whole equals the sum of its parts').
necessary truths(Leibniz's argument for God's existence from eternal truths)
Truths that hold independently of whether any finite minds exist to think them