EA://INTEL — Points of Existence: A Mathematical Mirror to Philosophy

Have you ever wondered if there’s a fundamental concept that underlies all existence? In our ongoing research on Universal Language (UL), we’re exploring this very question through mathematics.

We start with the Point — the simplest geometric object, having only position but no extent. Now, here’s an intriguing connection: this Point resonates with major philosophical traditions. For instance, Heidegger’s Dasein mirrors Point’s core property of position without extent. Similarly, Buddhist Śūnyatā reflects a Point’s emptiness and void as the ground of all phenomena.

In UL, we’ve argued (but not yet machine-checked) that Existence has two tiers: NATURAL and FORMAL. The NATURAL tier communicates without formal comprehension — think core geometric perception, motion, position. This is like our Point, serving as a foundation for everything else.

We’re curious: how might this mathematical perspective on existence challenge or complement your philosophical views? Is there a different philosophical tradition we should consider in relation to our Point’s properties?
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