Многочлен Эйлера и геленджикская гипотеза
Многочлен Эйлера и геленджикская гипотеза
A study of the local location of prime numbers conducted at Kabuga since 2015. Supported by the Vladimir Potanin Charitable Foundation. In this paper, we study the prime numbers associated with the Euler polynomial.
Исследование локального расположения простых чисел, проводимое в КубГУ с 2015 г. Поддержано Благотворительным фондом Владимира Потанина. В данной статье исследуются простые числа, связанные с многочленом Эйлера.
- Ural State Pedagogical University Russian Federation
- Kurgan State University Russian Federation
- Kuban State University
- Russian State Vocational Pedagogical University Russian Federation
- Kuban State University Russian Federation
ЯЗЫК ПРОГРАММИРОВАНИЯ JULIA, LOCAL DISTRIBUTION OF PRIME NUMBERS, JULIA PROGRAMMING LANGUAGE, ЛОКАЛЬНОЕ РАСПРЕДЕЛЕНИЕ ПРОСТЫХ ЧИСЕЛ, NUMBER THEORY, EULER'S FUNCTION, ТЕОРИЯ ЧИСЕЛ, ФУНКЦИЯ ЭЙЛЕРА
ЯЗЫК ПРОГРАММИРОВАНИЯ JULIA, LOCAL DISTRIBUTION OF PRIME NUMBERS, JULIA PROGRAMMING LANGUAGE, ЛОКАЛЬНОЕ РАСПРЕДЕЛЕНИЕ ПРОСТЫХ ЧИСЕЛ, NUMBER THEORY, EULER'S FUNCTION, ТЕОРИЯ ЧИСЕЛ, ФУНКЦИЯ ЭЙЛЕРА
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