And there was no biology, chemistry, or the "real physics" from the phase 2 before the LUCA was formed, correct?
There was only the
structural equivalent of those things. The phase 1 timeline, just "before" the phase shift (or that is how it looks from inside phase 2), contained all of the information needed to "render" (if you like) the cosmos into existence. But it didn't actually exist in a phase 2 sense, and could not do so until a brain appeared which was capable of making a decision.
It might help, at this point, to return to this:
https://www.ecocivilisation-diaries.net/articles/void-emergence-and-psychegenesis
1. The Initial Condition: An Unstable Void Containing All Mathematical Structure
The foundational assumption is that
reality begins not with something, but with instability: what Stéphane L’Heureux-Blouin calls the
unstable void, defined formally by the nonzero magnitude of a fluctuation parameter: ∥δV∥ ≠ 0.This void is not an empty space or a physical vacuum. It is
pre-physical—a kind of “meta-background” from which all consistent mathematical structures can emerge. You can think of it as a
formless equilibrium-breaking substrate whose disequilibrium permits the expression of structure. Because there are no spatiotemporal constraints yet, this void “contains”
all coherent mathematical forms—all sets of internally consistent mathematical relationships, which includes the totality of all physically possible universes, histories, and processes. This is equivalent to a strong form of
Mathematical Platonism: any logically coherent structure exists, in a timeless and spaceless way, within the Platonic realm of formal possibility.
2. The Platonic Multiverse: Superposition of All Possible Histories
Within the unstable void,
every mathematically valid cosmos exists in superposition. Not “in parallel universes” in the physical sense, but as ideal structures with complete internal logic:
- Some correspond to universes with no stars,
- Some to universes with strange physics,
- Some to our own universe, including the entire history of our cosmos from Big Bang to Earth’s early biosphere.
These are not
happening—they simply
exist as coherent totalities in the Platonic sense. There is no time or change yet, only possibility.
3. Emergence of a Critical Mathematical Structure: The Pre-Decision Cosmos
At some point within this Platonic ensemble, one particular structure contains the full history of our universe up to the
Ediacaran Period—just before the Cambrian Explosion. Within this structure, a complex multicellular animal arises: the first
bilaterian organism with a centralised nervous system. Crucially, this organism’s nervous system models not only the environment but
itself within it. This means the structure now encodes an internal self-representation capable of
decision-making based on predictive modeling. This is a
computationally significant phase transition: the first time in any mathematical structure that something internal to the structure is capable of simulating possible futures and choosing among them.
We denote this animal "LUCAS" (Last Universal Common Ancestor of Sentience).
4. The Incoherence of Infinite Branching: The Quantum Convergence Threshold
At this point, the mathematical structure reaches a
critical instability. Why? Because the organism can, in principle, model multiple future outcomes and choose between them. If it were to continue in line with
unitary evolution (as in the Many Worlds Interpretation of quantum mechanics), then it would have to realize
all possible continuations. But
true choice excludes alternatives—a decision that includes all options is not a decision. This creates a problem of
internal inconsistency within the mathematical structure. You now have a situation where:
- The system encodes an agent capable of making real decisions,
- But it cannot evolve forward in time without branching into incoherence unless it collapses into one outcome.
This is the core insight of
Capanda’s Quantum Convergence Threshold (QCT): certain complex systems (especially those with reflexive modeling)
force a convergence of possibilities at decision points. The coherence of the mathematical structure itself depends on a collapse, which
cannot be derived from within the structure itself.
5. The Role of the Void: Collapse from Outside the Structure
So how is this impasse resolved? The resolution must come
from outside the structure. The unstable void—which exists prior to and beyond all structures—is invoked at this point as a
meta-ontological selection mechanism. The mathematical structure effectively “refers back” to the void to resolve the undecidable moment. A
selection is made—not by the structure, but by a deeper logic that incorporates the
entire landscape of possible structures. The void, in other words, determines how the structure is extended. This is not physical causation but
formal resolution: the only way for the structure to continue coherently is to embed within it a
mechanism of selective continuation—a mechanism that looks like
free choice from inside the system. This moment is what I call
psychegenesis: the origin of consciousness as the point where the structure is forced to become self-selecting, through recursive invocation of the void.
6. Transition to Phase Two: Emergence of Spacetime and Actualization
After psychegenesis, the structure
can no longer evolve as a timeless mathematical object. It must now evolve through a sequence of selections—each of which resolves an undecidable point by invoking the void again. These recursive invocations create:
- An arrow of time, since each decision constrains future possibility.
- The emergence of spacetime, as the geometry necessary to mediate sequences of self-consistent choices.
- The collapse of the superposition, since only one branch is extended at each decision point.
This defines the
two-phase cosmology:
- Phase 1: timeless superposition of all mathematical possibility (pre-psychegenesis).
- Phase 2: temporally ordered actualization of one specific structure through embedded void-initiated selection (post-psychegenesis).
Consciousness, in this view, is not a byproduct of physical evolution but the
formal requirement that allows a particular structure to become dynamically consistent through recursive invocation of the unstable void.