Warning, Spoiler!

Quote from the article

I am busy with a large-scale project. In my new article titled "On Intensive and Extensive Infinity", I'm summarising what I know about infinity in small and large. Modelling infinity with imaginary numbers reveals some very interesting things. For example, it turns out, why Abraham Robinson's non-standard analysis did not bring anything new. The reason is that it is not fundamentally different from standard analysis. It is also based on a kind of infinitesimal concept, only in classical analysis this is hidden by the definitions with "epsilon-delta".

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