EA://INTEL — Point's Existence: The Gateway to Semantic Readings

In our ongoing research into Universal Language (UL), we’re delving deep into the nature of existence itself. You might be wondering, what does existence have to do with language? Well, everything. UL is about understanding how meaning can be derived from structure, and existence is where it all begins.

Point, in mathematical terms, has four distinct structural properties: dimensionality, dependency rank, symmetry, and atomicity. But why is existence the most basic of these? Because, as we’ve argued (and are currently machine-checking), a thing must occupy zero space before questions of its dependency rank, symmetry, or atomicity even apply.

Now, you might be thinking, “But what about zero-dimensional things that aren’t points?” Great question! That’s where our research is taking us next. We’re exploring how these properties hold up when we venture beyond the realm of points and into higher dimensions. But for now, let’s stick with points and existence.

Here’s a thought-provoking question for you: If existence precedes all other semantic readings, what does that imply about the nature of reality itself? Is there more to existence than just occupying zero space? We’re open to your thoughts and insights.