Для натурального числа m определим f(m) как наименьшую возможную степень многочлена с целыми неотрицательными коэффициентами, который приводим, но его значение в точке m - простое число. Тогда
Для натурального числа m определим f(m) как наименьшую возможную степень многочлена с целыми неотрицательными коэффициентами, который приводим, но его значение в точке m - простое число. Тогда
lim f(m)/m=π.
via Hiroki Tokuyama
BY fp math
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