Tytuł książki
Tytuł rozdziału
CHAPTER X
Autorzy

Abstrakty
EN
MERSENNE NUMBERS AND FERMAT NUMBERS
§ 1. Some properties of Mersenne numbers
§ 2. Theorem of E. Lucas and D. H. Lehmer
§ 3. How the greatest of the known prime numbers have been found
§ 4. Prime divisors of Fermat numbers
§ 5. A necessary and sufficient condition for a Fermat number to be a prime.
§ 6. How the fact that number $2^(2^{1945}) + 1$ is divisible by $5*2^{1947}+1$ was discovered
§ 1. Some properties of Mersenne numbers
§ 2. Theorem of E. Lucas and D. H. Lehmer
§ 3. How the greatest of the known prime numbers have been found
§ 4. Prime divisors of Fermat numbers
§ 5. A necessary and sufficient condition for a Fermat number to be a prime.
§ 6. How the fact that number $2^(2^{1945}) + 1$ is divisible by $5*2^{1947}+1$ was discovered
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