Public release details a deterministic physical schematic for minimum relation computation, indicating potential for engineering advancements.
TCT-MRC-1 is a Time-Coherence Theory Minimum Relation Computer 1 public schematic release. The schematic is released so builders, engineers, researchers, and experimenters can inspect, reconstruct, test, critique, and improve the design under Time-Coherence Theory closure discipline. The release includes deterministic derivation of the physical packet, exact material selection, nanometre-scale dimensions, layer stack, top-view coordinate map, pixel-scale visualization reference, state-cell energy resolution, thermal-boundary resolution, charge-equivalent resolution, dual-rail encoding, reversible controlled transformation, local ordering relation, readout closure, and reset relation. Important note on pixel references: any mention of pixels in this release is only a visualization-scale reference for reconstructing or checking an image version of the schematic. Pixel values are not physical build requirements. The actual engineering dimensions are the nanometre-scale material dimensions, coordinates, layer positions, state-cell geometry, voltage boundary, thermal-boundary resolution, and transformation relations specified in the release. TCT-MRC-1 is not released as a universal fault-tolerant quantum computer. It is released as a deterministic physical schematic tile for minimum relation computation using quantized charge-state anchoring, room-temperature thermal-boundary resolution, reversible state transformation, local operation ordering, and readout closure. Companion reference documents are provided outside the main ZIP:- TCT_U_SI_303_resolution_reconstruction_ledger_proof.docx- TCT_Computing_Resolution_Reconstruction_Ledger_Proof.docx These companion documents provide the applied proof surfaces used by the TCT-MRC-1 schematic release. The main ZIP contains the schematic release packet. The companion ledgers support the physical constants, unit relations, computing-resolution grammar, and deterministic reconstruction discipline used by the schematic. Readers are encouraged to consult the full Time-Coherence Theory v2.0 Canonical Closure release for the framework-level foundation.
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Jerald Johnson (2026) studied this question.
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