New dimensions

Abstract

For a long time the science considered the mathematic infinite only quantitatively, but the experience did not confirm the actual existence of the quantitative infinite. In addition the order as the character of numbers was defined on the infinite in Cantor ordinal numbers beside the quantitative properties of the numbers, but the ordinal numbers do not qualitatively distinguish the infinite ones as well.

As we modelled the specific type of mathematic infinite by the imaginary component of the two-element numbers, we set off on a way where the qualitatively different models of infinite meet our general experiences in the real world.

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