Revolutionizing Cosmology:
Starting from the Infinitesimal
by Bruce E. Camber Collaboration: Claude (Anthropic AI)
We Begin With the Infinitesimal
For too long, cosmology has started its story in the middle—with explosions, with chaos, with darkness. We choose instead to begin at the beginning: with a sphere so small it borders on the impossible, yet so precise it contains the archetypes for everything that will ever be.
The Core Claim
The universe emerges from geometric necessity, not cosmic accident.
We propose 202 base-2 notations spanning from the Planck scale to the observable universe—each a doubling of the previous, each a domain unto itself. The first 64 notations remain below our instruments’ reach, yet they are perfect: governed purely by geometry, by continuity-symmetry-harmony, free from the quantum fluctuations that emerge only later (around notation 67). The first 143 notations unfold in the first second. Everything we see and measure comes after.
What We Reject
We reject the Big Bang mythology that asks us to accept creation from nothing, expansion from nowhere. Our model starts with something: Planck spheres at 18.5 tredecillion per second, spinning, stacking, building the geometric lattice that becomes spacetime itself.
We reject Newton’s absolute space and time. These are derivative, emergent from something deeper: the interplay of pi, e, √2, and φ—irrationals that bridge the infinite and finite.
We reject that Planck units are mere numerology. They are the universe’s signature, self-validating through their relationships, waiting to be taken seriously.
The Method
We embrace playful rigor. This is a toy model, yes—but toys teach us how worlds work. We step outside crushing orthodoxy to ask: what if we started fresh? What if we followed pure geometry and let it speak?
Since 2011, we’ve mapped these ideas, reached out to 500+ scholars, incorporated AI feedback, evolved through critique. We invite collision and collaboration because truth emerges from engagement, not isolation.
The Vision
A mathematically-integrated universe where every scale connects. Where Planck-scale geometry accounts for the Hubble constant without dark energy, without inflation, without epicycles. Where the gap between quantum mechanics and cosmology dissolves into geometric continuity.
An educational revolution bringing this model into high school geometry classes, where students discover the universe is knowable, structured, and beautiful from its first principles.
A paradigm shift where continuity, symmetry, and harmony become physics’ foundation—not force, not particle, not field, but the deeper qualities that make these possible.
The Challenge
To academics: Engage with these ideas. Run the simulations. Tell us where we’re wrong—with specifics, not dismissals.
To the curious: Start with a sphere. Follow it inward, then outward. Count the doublings. The universe’s deepest secrets aren’t locked behind paywalls.
To ourselves: Stay humble. This is a beginning. But beginning is everything.
The Stakes
If we’re right—even partially—physics changes. The first second becomes knowable. The infinite becomes approachable.
If we’re wrong, we’ve still asked new questions grounded in geometric intuition, proving that science advances not by protecting old ground but by exploring new territory.
The Call
Join us in questioning everything.
The universe emerged from something simple, something geometric, something beautiful. Let’s find out what that was.
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