Естественные системы. Концепция формирования. Золотая пропорция. Николай Аксютин

Естественные системы. Концепция формирования. Золотая пропорция

Расширенный натуральный ряд чисел

Существует определение натурального ряда чисел. Вот оно: «множество N, для элементов которого установлено отношение «следовать за», удовлетворяющее аксиомам Пеано, называется множеством натуральных чисел, а его элементы – натуральными числами». Однако отсутствие нуля в натуральном ряде нас не устраивает. Поэтому целесообразно вместо натурального ряда использовать целочисленный ряд. Связь между натуральным и целочисленным рядами определяется выражением Z = AUN, где:

Конец ознакомительного фрагмента.

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