Publikace detail

On Divisibility of the Numbers Hn(1), Hn(2) and Hn(3)

��ܳٴ�ř��: Seibert Jaroslav

Rok: 2003

Druh publikace: článek v odborném periodiku

��á�� zdroje: Annales Mathematicae Silesianes

��á�� nakladatele: Universytet Slaski v Katowicach

Místo vydání: Katovice,Polská republika

Strana od-do: 43-53

Tituly:

Jazyk	��á��	Abstrakt	Klíčová slova
cze	On Divisibility of the Numbers Hn(1), Hn(2) and Hn(3)	The paper deals with the numbers given by the relation Hn(k) where k is equal to 1, 2, or 3. Some results about divisibility and primality of the numbers Hn(1), Hn(2), and hn(3) are found.	zobecnění Bernoulliho nerovnosti;dělitelnost speciálních čísel;prvočísla
eng	On Divisibility of the Numbers Hn(1), Hn(2) and Hn(3)	The paper deals with the numbers given by the relation Hn(k) where k is equal to 1, 2, or 3. Some results about divisibility and primality of the numbers Hn(1), Hn(2), and hn(3) are found.	generalization Bernoulli's inequality;divisibility of special number;primes

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