Альманах «Российский колокол» №2 2021. Альманах

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Альманах «Российский колокол» №2 2021 - Альманах Литературный альманах «Российский колокол» 2021

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премию, оказывали преподаватель школы Столярского В. А. Швец и доцент кафедры математического анализа университета С. Н. Киро, которым автор также выражал благодарность, но напечатать в студенческой работе это не разрешили. Поэтому уместно эту благодарность выразить в данное время, через 50 лет после написания работы.

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      В математике аддитивность означает, что каждый предыдущий член ряда чисел Ф1, Ф2, Ф3… равен сумме двух последующих: Ф1 = Ф2 + Ф3 и т. д. Мультипликативность означает, что в том же числовом ряду все члены связаны геометрической прогрессией: Ф12 = Ф23.

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      См. серию книг «Реквием XX века» В. А. Смирнова. Одесса, 2001–2007 гг.

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