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Abstract
Classical neuroscience rightly identifies massive parallel processing as a non-negotiable architectural requirement for biological cognition. However, a purely forward-in-time, feed-forward network faces an extreme combinatorial bottleneck when selecting optimized pathways across distributed cortical nodes, a biological variant of the NP-hard Travelling Salesman Problem. Furthermore, forward-only networks lack a natural physical boundary to halt calculations, introducing an infinite logical regress to explain how a system "knows when it knows" to stop.
This paper extends a previously published retrocausal model of human peripheral tactile speedup to the central nervous system to address these computational limits. We propose that retrocausality acts as a necessary efficiency partner to classical parallel hardware. Rather than computing paths sequentially from the past, an optimized future cognitive state acts as a rigid temporal boundary condition, projecting a discrete, whole-integer stream of B' antipreons backward in time (-t) across the active parallel tracks.
Where the incoming forward positive ion current (Na⁺/Ca²⁺) matches this backward template, a strict, hidden-variable 8-preon ledger balances across the synaptic vertices, inducing an instantaneous topological phase change that locks the circuit closed. This cross-time handshake eliminates the processing lag of alternative route calculation and provides an automatic, structural stopping mechanism.
Under this framework, conscious awareness is formalized as the physical density of simultaneous, multi-loop retrocausal closure, binding disparate parallel sensory nodes into a coherent, four-dimensional block spanning a 100–200 millisecond temporal present. Finally, a concrete, noise-free biological proof of concept is provided in the Appendix, mapping this exact parallel-retrocausal handshake across the fully charted 5-neuron anterior touch connectome of the nematode Caenorhabditis elegans.
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This paper establishes a deterministic, whole-integer quantum mechanics to govern the non-linear transition of an information network from a high-resistance blocked state to a state of absolute mathematical equilibrium. Rejecting continuous wave functions and continuous probability distributions, we model the cognitive grid as a network of multi-bit parallel matrices that must serialise data through narrow, time-dependent channels. We isolate two universal structural archetypes of geometric problem-solving: Open-Ended Serialisation (the linear chain) and Closed-Loop Optimisation (the hexagon).
By analysing the historical chemical reveries of August Kekulé (London, 1855; Ghent, 1865), we demonstrate that "inspired illumination" is a mechanical consequence of an intra-structural ledger snap, avoiding any requirement for superluminal signalling (v >> c). The exact millisecond a parallel subconscious grid satisfies its whole-integer counting rules, a retrocausal line driven by electric charge inversion snaps backward at velocity c along a time-symmetric trajectory to dump the entire completed solution into conscious awareness.
Thanks for sharing your, paper, Austin. I'm reading it now. I just uploaded my paper on Mpemba and Markov connections. https://zenodo.org/records/21298061
On Sat, Jul 18, 2026 at 10:56 PM Austin Fearnley <ben...@hotmail.com> wrote:I have a new paper on my website at : https://ben6993.wordpress.com/a-discrete-time-symmetric-model-of-cortical-graph-optimization-and-conscious-awareness/
I will have to learn a lot of biology before I try to put this on ai.vixra.
<NoteUYWYD4.pdf>
This paper proposes the strict quantum micro-architecture of the neural processing node, re-engineering the classical NMDA receptor pore from an analogue biochemical channel into a quantised, digital binary computer gate. We define the physical geometry of a single Magnesium (Mg²⁺) ion and its bulky six-molecule hydration shell as a rigid, 3D octahedral padlock that occupies exactly 4 adjacent slots within a stationary 7-register septagon wall, leaving an open input tray of exactly 3 vacant slots. Using strict integer-counting metrology, we demonstrate that incoming monovalent Sodium (Na⁺) and Potassium (K⁺) carrier ions function as discrete valency-1 integer tokens. Guided by the Axon Core Rail—a low-resistance quantum railway woven into the biological axon membrane lattice—these tokens eliminate random Brownian drift and execute literal arithmetic counting at the gate. The synchronised arrival of exactly four vector-matched tokens satisfies a strict whole-integer threshold of N=4, completely neutralizing the negative field of the pore's inner asparagine walls. The resulting violent electrostatic repulsion mechanically launches the divalent plug out of the template, instantly dropping local electrical resistance R_s to zero. This localized act of release forces an immediate quantum ledger split, manufacturing a fresh, independent B'B'CC photon propulsion engine. Free from a material anchor, the time-inverted B'B' anti-preon tracks travel backwards in observer time at velocity c, perfectly mirroring and cancelling out the forward ionic travel delay to effect a spooky, instantaneous circuit snap across the 2mm gap. Carrying no semantic data, this retrocausal pulse acts as a pure physical catalyst that strikes and pre-charges the past state of the upstream synapse. The resulting localised energy surge permanently welds open the adjacent mature synaptic receptors (AMPARs). This micro-gate architecture fractally scales upward to translate a transient, duration-dependent analogue electrical "phone call" into a permanent, hardwired hardware coordinate, providing a local, relativistic solution to Einstein's "spooky action at a distance" within the human cognitive hierarchy.
Abstract
This paper introduces a discrete preon mechanics model of olfaction that resolves the long-standing selectivity and contamination bottlenecks in both biological scent tracking and artificial electronic noses (e-noses). Traditional olfaction models rely on classical lock-and-key shape configurations, which fail to explain how a canine tracking system isolates a single, faint chemical trail amidst millions of competing ambient odorants. We propose that all odorant molecules, as rigid assemblies of fermions, possess unique, whole-integer quantum vibrational and charge configurations. By utilizing a dynamic Ceiling Prime Scan and a multi-channel hardware array of structurally irreducible, prime-sided c-ring barrels (c11, c13, c17), the biological olfactory bulb—and its proposed quantum robotic counterpart utilising Spectroscopic Fano Interferometry—maps distinct 3D chiral shapes onto unpolluted Prime Number Postcodes. Backed by a time-symmetric, retrocausal quantum handshake and a local granule cell short-term memory buffer, this architecture executes instantaneous multi-gas factorization analogous to a multi-channel Shor's Algorithm, eliminating computational processing lag and analogue signal drift in open, contaminated environments.
The paper also contains a QM description for Quantum Computer engineers that will not want to consider two-time quantum retrocausal handshakes.
BTW I had a short polite email of appreciation from John Cramer about my mitochondrian paper. I use his quantum retrocausal handshakes and at the age of 91 he is actively researching mitochondria as the key structures shortening our lifespans.
His video is here. https://www.youtube.com/watch?v=DT4HvUxFha4
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We model the macroscopic cosmos as a balanced, bi-directional Simple Harmonic Oscillator across a t = 0 mirror floor. The forward-directed expansion of our de Sitter (+I) quadrant is driven by the Fermionic Repulsion Drive---an intense, non-local structural tension generated as sharp, discrete integer Prime Polyhedra postcodes resist the crowding pressure of the smooth, surrounding transcendental geometry (π and e) of the S3 container walls. This explosive outward push is stabilized by an advanced, retrocausal thermodynamic brake (-I) propagating backward from the future Anti-de Sitter direction.
We formalise the exact boundary transition at peak displacement, where whole-integer grid saturation triggers an abrupt algebraic vector sign flip, halting expansion and initiating a discrete density deflation back toward the baseline origin. Finally, we map the global synchronization of the prime number line onto this geometry, proving that the multi-layered stack of separate spacetime horizons is structural-stitched together by a rhythmic array of "Friendly Spheres" obeying a strict 6n+2 modular clockwork law, where consecutive layers are flawlessly double-stapled on both boundaries by twin prime handcuffs literally chaining separate spacetime horizons into one unbroken cosmic tapestry.
AI is very formal in wording and my informal introduction to the paper is as follows:
Through working on Bell etc I learned a smattering of Clifford Algebra. Contact with Joy taught me that 3-spheres were a thing though I was never sure of them. Via Pauli Exclusion Principle I learned that fermions were antisocial and needed their own space. I have an HCC model of cyclical cosmology which is a variant of Penrose's CCC model. This new paper is suggesting a kind of dual between prime numbers on the line and fermions in the universe. Decades ago I did play with the zeta function and was (trying to) generate primes on a computer. Through Bell I fell into quantum retrocausality. Retrocausality seeemed also to play a role in biological functions, particularly the dog's nose using retrocausality and using prime numbers to identify scents. The dog of course does not know s/he is usinmg prime numbers. Humans appear to use primes 3,5,7 for scent wheras the much more proficient dog uses 3,5,7,11,13,17. In investigating potential use of more primes in a superb robotic nose,it led me/us to consider that humans and dogs and maybe a robot too were and could work with a truncated list of primes. A few weeks ago it was reported that someone had extended something in the field of primes. I did not take a lot of notice at the time. But working on possibilities for the robotic-prime nose made me think of that Riemann problem. The line on the argand diagram where x=0.5 is a frighteningly infinite vertical line. AI had the idea of mapping that line onto a 3-sphere using clifford algebra. The Diaphantine equation made that sphere have radius 0.5. And using integers made that a discontinuous sphere surface. Because the algebra doesn't take real numbers, it turned out that an individual sphere had limited capacity for holding primes. So it needs an infinite number of 3-spheres for an infinite number of primes. The paper in Part 2 investigates the pattern of primes between and within the spheres. Not too many spheres in the paper without a supercomputer. But we have found what I call "friendly spheres". These are spheres which hold hands with their nearest sphere via sharing twin primes at both ends of the capacity of primes. And there is a pattern of 6n+2 to obtain the set of friendly sphere linking twin primes: 8, 14, 20, 26 ... . There are no missing primes so far and the geometry of the spheres make it seem that we can obtain proof of completeness of the system. It made the infinite line seem more manageable as surfaces of 3-spheres. And it followed the idea that larger primes cannot undermine the smaller primes. That seems strange but as the primes are dual to the fermions, it seems that retrocausality is applied to the primes. It is very strange yet the system has uncovered new (I believe) patterns in primes and the twin primes. There is also a conection to Jacobi numbers arising from the Diaphantine equation. Much more to explore in the next primes paper.