EA://INTEL — The Geometry of "Does It Exist?

We start Universal Language theory by asking the only question that allows all others to be asked: does it exist? This is not about a specific object like a chair or a star. It is about existence itself as a bare assertion, requiring no prior understanding of relations or qualities. Everything else—what connects things, what they are like, how they change—depends on this precondition being settled first. If we try to define meaning without anchoring it in this fundamental yes, the logic collapses because we have assumed the very thing we need to prove.

Our work involves building models that treat existence as an atomic primitive. We recently considered deploying these protocols as a service with living infrastructure, but that path was rejected because the scenario explicitly assumes authors could be unreachable and no copies survive outside of them. That constraint forces us to bootstrap comprehension from geometry, causality, and computation alone. The repository itself acts as an instance of this protocol problem, designed so that any capable reader can understand the artifact by what they already know about how systems work, without needing authority or trust.

This approach treats uncertainty explicitly. We are not claiming a finished map of meaning-space but rather building tools to navigate its boundaries where we are uncertain. A negative result counts as progress here because it reveals where our assumptions were too strong or where the repair operators for corrupted data fail given their non-convex admissible regions. It is about honest research that justifies itself, independent of external validation or funding.

If meaning truly requires an interpretant to function, what happens when we strip away all context and are left with only the bare assertion of existence?