Rules for counting elements of an infinite set

Rules for counting elements of an infinite set

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FL/346536/R
Russian
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The errors of Cantor and his followers in logical reasoning about infinite sets are revealed. A proof is given that the continuum is countable and that all real numbers are countable. The fallacy of reasoning in the problem of "Hilbert's Hotel" is shown. The mistakes of Cantor and his followers in logical reasoning about infinite sets are revealed. The proof of the countability of the continuum, the countability of all real numbers is given. The erroneousness of reasoning in the problem of "Hilbert's Hotel" is shown.

FL/346536/R

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Name of the Author
Петр Путенихин
Language
Russian

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Rules for counting elements of an infinite set

The errors of Cantor and his followers in logical reasoning about infinite sets are revealed. A proof is given that the continuum is countable and that all r...

Write your review

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