Rethinking Black Holes: Are They the Anchor Points of Spacetime Geometry?

Disclaimer:
The ideas presented in this document constitute a novel theoretical framework intended to stimulate discussion, investigation, and observational testing. These concepts have not yet been experimentally verified or peer-reviewed. Readers should approach this theory as exploratory cosmological hypotheses rather than established scientific fact.

Black holes are often described as collapsed stars, regions of infinite density, or cosmic vacuums from which not even light can escape. But what if this is only part of the story? What if black holes are not just dead ends in the universe — but its anchor points?

A Geometric Role Beyond Gravity

In the framework of Tensional Geometry Cosmology (TGC), black holes are not mere byproducts of gravitational collapse. They are the geometric pivots around which curvature forms and stabilizes.

This view proposes that:

• Black holes are nodes of high curvature that shape the surrounding structure of spacetime.
• They are essential for organizing galaxies and maintaining halo geometry.
• They are not singularities, but stable geometric attractors.

Black Holes as Tension Anchors

Think of spacetime as a vast stretched membrane. Black holes are the stakes driven into the ground — the tension anchors that hold the shape together.

“A black hole isn’t a hole. It’s a knot in the fabric of existence.”

This explains:

• Why supermassive black holes exist in the centers of most galaxies.
• Why galaxies hold together — their structure radiates from the curvature around these nodes.
• Why dark matter halos often trace the shape defined by the black hole’s curvature field.

Supermassive from the Start?

If black holes are geometric anchors, they didn’t need to form from collapsing stars — they may have emerged early as stable curvature points seeded by the Primordial Shell Theory (PST). This explains:

• The existence of quasars less than 1 billion years after the Big Bang.
• The formation of galactic filaments around invisible core nodes.

No Singularity Required

In this model, a black hole is not a region of infinite mass. It is a region of maximum curvature stability — a kind of geometric standing wave that does not collapse, but holds.

It is not an object. It is a pattern.

The Center That Holds

Reframing black holes as the anchors of geometry turns them from threats into foundations. They become the roots of structure, the central nodes from which spacetime stabilizes and galaxies bloom.

In TGC, we don’t fear the black hole. We honor it as the binding force behind cosmic order.