Thanks. When Noam Chomsky first came to U Arizona we discussed his Universal Grammar which he had pretty much given up on. People had been unable to find neuronal networks in the brain to run something like that, to accommodate fractal hierarchical language in the brain. But I told him microtubules could do it, as I explained in my chapter for Paavo Pylkkanen’s ‘Festschrift’ Unfolding the big picture’.
I modeled a fractal sentence on a microtubule lattice. Yes, they do language too. Microtubules are in all cells. Are they using Chomsky’s Universal Grammar?
@StuartHameroff@Soul0Engineer to build a cognitive model, a running software architecture, or a physical bridge, the rules are identical:
build a valid structural hierarchy,
variables must balance without contradiction,
The system must survive the thermodynamic tax of crossing into reality (Compilation)
@MiTiBennett When consciousness queries the base code, it is searching for the logic that maximizes versatility. It is testing statements to find the ones that require the least amount of thermodynamic commitment, ensuring the biological agent doesn't get boxed into a corner and crash.
@MiTiBennett Change (The Cosmic Ought): The necessity of state changes. As we noted, time and movement are just the thermodynamic cost of reality updating its execution layer.
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Joe Rogan & Ryan Bingham on Australia:
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@StuartHameroff This proper lattice geometry is exactly what Paul Clayworth recently formalized. His algebra embeds the biological state space within a PG(2,2) Fano plane, providing the exact mathematical topology required to stabilize against decoherence.
@MiTiBennett@evan_mcgl This is the exact function of Paul Clayworth’s modal descent operator (D) and the PG(2,2) torsion witness. The hypergraph destroys trajectories that generate torsion (contradictions) and preserves those that find the stable 4-2-1 ground state.
@QuantumTumbler Paul Clayworth's algebra abandons that infinite expansion in favor of rigid PG(2,2) constraint geometries that force those theoretical hypergraphs to mathematically collapse into a stable, verifiable reality.
@MiTiBennett@yudapearl@drmichaellevin Examine Paul Clayworth’s algebraic framework, which mathematically formalizes exactly how biological systems navigate this thermodynamic search space by using rigid PG(2,2) constraint geometries to force coherence.
@StuartHameroff The quantum coherence you observe in microtubules is exactly what Paul Clayworth's algebraic geometry predicts: a rigid, non-associative structural boundary that mathematically forces a noisy, wet environment into a zero-torsion ground state.