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Ext2 Proof: Contradiction - There are Infinitely many Prime Numbers (Euclid c. 300 BC)
Автор: Mathema Education
Загружено: 2017-03-17
Просмотров: 37053
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The proof in this video is different to how Euclid originally proved it because integers are now understood in a different way. We now understand them as abstract elements as opposed to how the Greeks understood them, which was as counting units represented as line segments.
Nonetheless, this proof is one of the most famous in all of Mathematics and is one of the earliest examples of Proof by Contradiction.
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