Cross-Domain Edges
The structural junctions where physics, life, and metaphysics readouts meet — auto-derived from glossary cross-references.
The τ-framework’s three glossary domains (physics, life, metaphysics) are not independent silos. Every empirical observation in physics has its life-sector amplification; every life-sector chirality bias has its categorical readout; every metaphysical commitment has its empirical anchor. Cross-domain edges are the explicit structural bridges between these.
This page surfaces every cross-domain related_glossary_entries link in the glossary as a navigable graph. The current count and edge list below regenerate automatically as glossary entries are extended.
Summary
How cross-domain edges work
Each glossary entry’s related_glossary_entries field can name terms from any of the three domains. When a Physics entry references a Life or Metaphysics term (or vice versa), that edge is a cross-domain bridge. The export pipeline counts and surfaces these:
exports/public/glossary/cross-domain-links.json:
{
"edge_count": <total>,
"edges": [{ "from": <id>, "from_domain": <d>, "to": <id>, "to_domain": <d> }, ...]
}
These edges are how the framework keeps its three domains coherent. When the K_χ channel (LG-Y02) explicitly references the neutron-mass anchor (PG-P01), it’s not metaphor — it’s a structural commitment that the chirality amplifier is anchored to physics.
Bridge categories
Physics ↔ Life
The most fundamental bridge. Every life-sector observable inherits its calibration from m_n via the K_χ chain. The pivots:
-
PG-P01-neutronτ-Neutron →LG-Y02-kinetic-pseudoscalar-channelKinetic Pseudoscalar Channel -
LG-Y02-kinetic-pseudoscalar-channelKinetic Pseudoscalar Channel →PG-P01-neutronτ-Neutron
Physics ↔ Metaphysics
Metaphysics’s empirical register Reg_E reads physics observables; physics’s anchor m_n is the canonical Reg_E example.
-
PG-P01-neutronτ-Neutron →MG-R01-empirical-registerEmpirical Register (Reg_E) -
MG-R01-empirical-registerEmpirical Register (Reg_E) →PG-P01-neutronτ-Neutron
Life ↔ Metaphysics
Where biology meets categorical architecture. Consciousness (LG-M01) bridges to the CI operator graph (MG-A01) and qualia (MG-H01); the K_χ channel feeds Reg_E.
-
LG-M01-consciousnessConsciousness →MG-A01-ci-operator-graphCI Operator Graph -
LG-M01-consciousnessConsciousness →MG-H01-qualiaQualia (subsymbolic morphisms) -
LG-Y02-kinetic-pseudoscalar-channelKinetic Pseudoscalar Channel →MG-R01-empirical-registerEmpirical Register (Reg_E) -
MG-A01-ci-operator-graphCI Operator Graph →LG-M01-consciousnessConsciousness -
MG-H01-qualiaQualia (subsymbolic morphisms) →LG-M01-consciousnessConsciousness -
MG-R01-empirical-registerEmpirical Register (Reg_E) →LG-Y02-kinetic-pseudoscalar-channelKinetic Pseudoscalar Channel
All cross-domain edges
-
PG-C05-fine-structure-alphaFine-structure constant α →MathG-D01-iota-tauMaster constant ι_τ -
PG-C05-fine-structure-alphaFine-structure constant α →MathG-D02-tau-categoricalτ-categorical structure -
PG-C05-fine-structure-alphaFine-structure constant α →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-C05-fine-structure-alphaFine-structure constant α →MathG-D08-five-generators-defFive Generators (definition) -
PG-C05-fine-structure-alphaFine-structure constant α →MathG-K01-universe-postulateThe Universe Postulate (K0) -
PG-C05-fine-structure-alphaFine-structure constant α →MathG-K02-five-generatorsThe five canonical generators (K1–K5) -
PG-C05-fine-structure-alphaFine-structure constant α →MathG-K03-no-omega-axiomThe no-ω axiom (K6) -
PG-C05-fine-structure-alphaFine-structure constant α →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-C05-fine-structure-alphaFine-structure constant α →MathG-O01-tau-objectGeneric τ-object -
PG-C06-elementary-chargeElementary charge e →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-C06-elementary-chargeElementary charge e →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-C14-gravitational-fine-structureGravitational fine-structure constant α_G →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-C14-gravitational-fine-structureGravitational fine-structure constant α_G →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-C16-weinberg-angleWeak mixing angle sin²θ_W →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-C16-weinberg-angleWeak mixing angle sin²θ_W →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-D01-iota-tauMaster constant ι_τ -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-D03-window-algebraWindow-algebra integers W_n(k) -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-D05-rank-coordinatesRank coordinates (n, k) -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-D06-truth4-logicTruth4 Logic -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-D09-calibrated-split-complexCalibrated Split-Complex Codomain -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-D10-split-complex-scalarsSplit-Complex Scalars -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-D11-stage-k-cylinderStage-k Cylinder -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-D15-boundary-ringBoundary Ring and Scalars -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-D16-ultrametric-distanceτ-Ultrametric Distance -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-O02-window-objectWindow-algebra object -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-S02-holomorphy-towerBook I holomorphy tower -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-T01-hyperfactorizationHyperfactorization theorem -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-T04-central-theoremCentral theorem at rank (3, 15) -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-T06-prime-polarityPrime Polarity Theorem -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-T07-split-complex-forcedSplit-Complex Forced -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-T08-crt-coherenceCRT Coherence Constraint -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-T09-algebraic-lemniscateAlgebraic Lemniscate -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-T11-mutual-determinationMutual Determination (5-Way Equivalence) -
PG-C18-kappa-tauGravity-sector coupling κ_τ →MathG-T13-spectral-trichotomySpectral Trichotomy Lemma -
PG-L01-tau-schrodingerτ-Schrödinger Equation →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-L01-tau-schrodingerτ-Schrödinger Equation →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-L02-tau-heisenberg-uncertaintyτ-Heisenberg Uncertainty →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-L02-tau-heisenberg-uncertaintyτ-Heisenberg Uncertainty →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-D01-iota-tauMaster constant ι_τ -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-D02-tau-categoricalτ-categorical structure -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-D03-window-algebraWindow-algebra integers W_n(k) -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-D05-rank-coordinatesRank coordinates (n, k) -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-D08-five-generators-defFive Generators (definition) -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-D11-stage-k-cylinderStage-k Cylinder -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-D12-progression-operatorProgression Operator ρ -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-K01-universe-postulateThe Universe Postulate (K0) -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-K02-five-generatorsThe five canonical generators (K1–K5) -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-K03-no-omega-axiomThe no-ω axiom (K6) -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-O01-tau-objectGeneric τ-object -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-O02-window-objectWindow-algebra object -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-S02-holomorphy-towerBook I holomorphy tower -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-T01-hyperfactorizationHyperfactorization theorem -
PG-L04-tau-einstein-equationτ-Einstein Equation →MathG-T06-prime-polarityPrime Polarity Theorem -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-D01-iota-tauMaster constant ι_τ -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-D05-rank-coordinatesRank coordinates (n, k) -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-D06-truth4-logicTruth4 Logic -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-D09-calibrated-split-complexCalibrated Split-Complex Codomain -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-D10-split-complex-scalarsSplit-Complex Scalars -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-D15-boundary-ringBoundary Ring and Scalars -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-D16-ultrametric-distanceτ-Ultrametric Distance -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-T01-hyperfactorizationHyperfactorization theorem -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-T04-central-theoremCentral theorem at rank (3, 15) -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-T06-prime-polarityPrime Polarity Theorem -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-T07-split-complex-forcedSplit-Complex Forced -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-T08-crt-coherenceCRT Coherence Constraint -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-T09-algebraic-lemniscateAlgebraic Lemniscate -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-T11-mutual-determinationMutual Determination (5-Way Equivalence) -
PG-L05-tau-newton-gravityτ-Newton's Law of Gravity →MathG-T13-spectral-trichotomySpectral Trichotomy Lemma -
PG-L12-tau-gravitational-waveτ-Gravitational Wave →MathG-D03-window-algebraWindow-algebra integers W_n(k) -
PG-L12-tau-gravitational-waveτ-Gravitational Wave →MathG-D05-rank-coordinatesRank coordinates (n, k) -
PG-L12-tau-gravitational-waveτ-Gravitational Wave →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-L12-tau-gravitational-waveτ-Gravitational Wave →MathG-D11-stage-k-cylinderStage-k Cylinder -
PG-L12-tau-gravitational-waveτ-Gravitational Wave →MathG-D12-progression-operatorProgression Operator ρ -
PG-L12-tau-gravitational-waveτ-Gravitational Wave →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-L12-tau-gravitational-waveτ-Gravitational Wave →MathG-O02-window-objectWindow-algebra object -
PG-L12-tau-gravitational-waveτ-Gravitational Wave →MathG-S02-holomorphy-towerBook I holomorphy tower -
PG-L12-tau-gravitational-waveτ-Gravitational Wave →MathG-T01-hyperfactorizationHyperfactorization theorem -
PG-L12-tau-gravitational-waveτ-Gravitational Wave →MathG-T06-prime-polarityPrime Polarity Theorem -
PG-L13-tau-mercury-precessionτ-Mercury Perihelion Precession →MathG-D01-iota-tauMaster constant ι_τ -
PG-L13-tau-mercury-precessionτ-Mercury Perihelion Precession →MathG-D06-truth4-logicTruth4 Logic -
PG-L13-tau-mercury-precessionτ-Mercury Perihelion Precession →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-L13-tau-mercury-precessionτ-Mercury Perihelion Precession →MathG-D09-calibrated-split-complexCalibrated Split-Complex Codomain -
PG-L13-tau-mercury-precessionτ-Mercury Perihelion Precession →MathG-D10-split-complex-scalarsSplit-Complex Scalars -
PG-L13-tau-mercury-precessionτ-Mercury Perihelion Precession →MathG-D15-boundary-ringBoundary Ring and Scalars -
PG-L13-tau-mercury-precessionτ-Mercury Perihelion Precession →MathG-D16-ultrametric-distanceτ-Ultrametric Distance -
PG-L13-tau-mercury-precessionτ-Mercury Perihelion Precession →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-L13-tau-mercury-precessionτ-Mercury Perihelion Precession →MathG-T04-central-theoremCentral theorem at rank (3, 15) -
PG-L13-tau-mercury-precessionτ-Mercury Perihelion Precession →MathG-T06-prime-polarityPrime Polarity Theorem -
PG-L13-tau-mercury-precessionτ-Mercury Perihelion Precession →MathG-T07-split-complex-forcedSplit-Complex Forced -
PG-L13-tau-mercury-precessionτ-Mercury Perihelion Precession →MathG-T08-crt-coherenceCRT Coherence Constraint -
PG-L13-tau-mercury-precessionτ-Mercury Perihelion Precession →MathG-T09-algebraic-lemniscateAlgebraic Lemniscate -
PG-L13-tau-mercury-precessionτ-Mercury Perihelion Precession →MathG-T13-spectral-trichotomySpectral Trichotomy Lemma -
PG-P01-neutronτ-Neutron →LG-Y02-kinetic-pseudoscalar-channelKinetic Pseudoscalar Channel -
PG-P01-neutronτ-Neutron →MG-R01-empirical-registerEmpirical Register (Reg_E) -
PG-P04-photonτ-Photon →MathG-D01-iota-tauMaster constant ι_τ -
PG-P04-photonτ-Photon →MathG-D02-tau-categoricalτ-categorical structure -
PG-P04-photonτ-Photon →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-P04-photonτ-Photon →MathG-D08-five-generators-defFive Generators (definition) -
PG-P04-photonτ-Photon →MathG-K01-universe-postulateThe Universe Postulate (K0) -
PG-P04-photonτ-Photon →MathG-K02-five-generatorsThe five canonical generators (K1–K5) -
PG-P04-photonτ-Photon →MathG-K03-no-omega-axiomThe no-ω axiom (K6) -
PG-P04-photonτ-Photon →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-P04-photonτ-Photon →MathG-O01-tau-objectGeneric τ-object -
PG-P10-higgs-bosonτ-Higgs Boson →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-P10-higgs-bosonτ-Higgs Boson →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-P11-z-bosonτ-Z Boson →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-P11-z-bosonτ-Z Boson →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-Q01-massMass →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-Q01-massMass →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-Q02-energyEnergy →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-Q02-energyEnergy →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-Q03-mass-energy-relationMass-Energy Relation →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-Q03-mass-energy-relationMass-Energy Relation →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-Q07-electric-chargeElectric Charge →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-Q07-electric-chargeElectric Charge →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-Q10-proper-timeProper Time →MathG-D03-window-algebraWindow-algebra integers W_n(k) -
PG-Q10-proper-timeProper Time →MathG-D05-rank-coordinatesRank coordinates (n, k) -
PG-Q10-proper-timeProper Time →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-Q10-proper-timeProper Time →MathG-D08-five-generators-defFive Generators (definition) -
PG-Q10-proper-timeProper Time →MathG-D11-stage-k-cylinderStage-k Cylinder -
PG-Q10-proper-timeProper Time →MathG-D12-progression-operatorProgression Operator ρ -
PG-Q10-proper-timeProper Time →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-Q10-proper-timeProper Time →MathG-O02-window-objectWindow-algebra object -
PG-Q10-proper-timeProper Time →MathG-S02-holomorphy-towerBook I holomorphy tower -
PG-Q10-proper-timeProper Time →MathG-T01-hyperfactorizationHyperfactorization theorem -
PG-Q10-proper-timeProper Time →MathG-T06-prime-polarityPrime Polarity Theorem -
PG-Q11-operational-distanceOperational Distance →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-Q11-operational-distanceOperational Distance →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-Q12-spectral-distance-sqrt3Spectral Distance √3 →MathG-D06-truth4-logicTruth4 Logic -
PG-Q12-spectral-distance-sqrt3Spectral Distance √3 →MathG-D09-calibrated-split-complexCalibrated Split-Complex Codomain -
PG-Q12-spectral-distance-sqrt3Spectral Distance √3 →MathG-D10-split-complex-scalarsSplit-Complex Scalars -
PG-Q12-spectral-distance-sqrt3Spectral Distance √3 →MathG-D15-boundary-ringBoundary Ring and Scalars -
PG-Q12-spectral-distance-sqrt3Spectral Distance √3 →MathG-T06-prime-polarityPrime Polarity Theorem -
PG-Q12-spectral-distance-sqrt3Spectral Distance √3 →MathG-T07-split-complex-forcedSplit-Complex Forced -
PG-Q12-spectral-distance-sqrt3Spectral Distance √3 →MathG-T08-crt-coherenceCRT Coherence Constraint -
PG-Q12-spectral-distance-sqrt3Spectral Distance √3 →MathG-T09-algebraic-lemniscateAlgebraic Lemniscate -
PG-Q12-spectral-distance-sqrt3Spectral Distance √3 →MathG-T11-mutual-determinationMutual Determination (5-Way Equivalence) -
PG-Q12-spectral-distance-sqrt3Spectral Distance √3 →MathG-T13-spectral-trichotomySpectral Trichotomy Lemma -
PG-Q13-energy-cr-tensionEnergy as CR-Tension →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-Q13-energy-cr-tensionEnergy as CR-Tension →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-Q15-holomorphic-entropyHolomorphic Entropy →MathG-D07-4-plus-1-sector4+1 Sector Decomposition -
PG-Q15-holomorphic-entropyHolomorphic Entropy →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-Q24-velocityVelocity →MathG-D01-iota-tauMaster constant ι_τ -
PG-Q24-velocityVelocity →MathG-D06-truth4-logicTruth4 Logic -
PG-Q24-velocityVelocity →MathG-D09-calibrated-split-complexCalibrated Split-Complex Codomain -
PG-Q24-velocityVelocity →MathG-D10-split-complex-scalarsSplit-Complex Scalars -
PG-Q24-velocityVelocity →MathG-D15-boundary-ringBoundary Ring and Scalars -
PG-Q24-velocityVelocity →MathG-D16-ultrametric-distanceτ-Ultrametric Distance -
PG-Q24-velocityVelocity →MathG-L01-idempotent-decompositionIdempotent Decomposition Lemma -
PG-Q24-velocityVelocity →MathG-T04-central-theoremCentral theorem at rank (3, 15) -
PG-Q24-velocityVelocity →MathG-T06-prime-polarityPrime Polarity Theorem -
PG-Q24-velocityVelocity →MathG-T07-split-complex-forcedSplit-Complex Forced -
PG-Q24-velocityVelocity →MathG-T08-crt-coherenceCRT Coherence Constraint -
PG-Q24-velocityVelocity →MathG-T09-algebraic-lemniscateAlgebraic Lemniscate -
PG-Q24-velocityVelocity →MathG-T13-spectral-trichotomySpectral Trichotomy Lemma -
LG-M01-consciousnessConsciousness →MG-A01-ci-operator-graphCI Operator Graph -
LG-M01-consciousnessConsciousness →MG-H01-qualiaQualia (subsymbolic morphisms) -
LG-Y02-kinetic-pseudoscalar-channelKinetic Pseudoscalar Channel →PG-P01-neutronτ-Neutron -
LG-Y02-kinetic-pseudoscalar-channelKinetic Pseudoscalar Channel →MG-R01-empirical-registerEmpirical Register (Reg_E) -
MG-A01-ci-operator-graphCI Operator Graph →LG-M01-consciousnessConsciousness -
MG-H01-qualiaQualia (subsymbolic morphisms) →LG-M01-consciousnessConsciousness -
MG-R01-empirical-registerEmpirical Register (Reg_E) →PG-P01-neutronτ-Neutron -
MG-R01-empirical-registerEmpirical Register (Reg_E) →LG-Y02-kinetic-pseudoscalar-channelKinetic Pseudoscalar Channel -
MathG-D01-iota-tauMaster constant ι_τ →PG-C02-iota-tauMaster constant ι_τ -
MathG-D01-iota-tauMaster constant ι_τ →PG-U01-tau-secondτ-Second -
MathG-D01-iota-tauMaster constant ι_τ →PG-U02-tau-meterτ-Meter -
MathG-D01-iota-tauMaster constant ι_τ →PG-U03-tau-kilogramτ-Kilogram -
MathG-D01-iota-tauMaster constant ι_τ →PG-U04-tau-jouleτ-Joule -
MathG-D01-iota-tauMaster constant ι_τ →PG-U05-tau-kelvinτ-Kelvin -
MathG-D01-iota-tauMaster constant ι_τ →PG-U06-tau-coulombτ-Coulomb -
MathG-D01-iota-tauMaster constant ι_τ →PG-U07-tau-ampereτ-Ampere -
MathG-D01-iota-tauMaster constant ι_τ →PG-U08-tau-newtonτ-Newton -
MathG-D01-iota-tauMaster constant ι_τ →PG-U09-tau-pascalτ-Pascal -
MathG-D01-iota-tauMaster constant ι_τ →PG-U10-tau-wattτ-Watt -
MathG-D01-iota-tauMaster constant ι_τ →PG-U11-tau-voltτ-Volt -
MathG-D08-five-generators-defFive Generators (definition) →PG-C02-iota-tauMaster constant ι_τ -
MathG-D09-calibrated-split-complexCalibrated Split-Complex Codomain →PG-C02-iota-tauMaster constant ι_τ -
MathG-D12-progression-operatorProgression Operator ρ →PG-C02-iota-tauMaster constant ι_τ -
MathG-D13-diagonal-disciplineDiagonal Discipline →PG-C02-iota-tauMaster constant ι_τ -
MathG-K01-universe-postulateThe Universe Postulate (K0) →PG-C02-iota-tauMaster constant ι_τ -
MathG-K02-five-generatorsThe five canonical generators (K1–K5) →PG-C02-iota-tauMaster constant ι_τ -
MathG-K03-no-omega-axiomThe no-ω axiom (K6) →PG-C02-iota-tauMaster constant ι_τ -
MathG-T02-rigidity-non-omegaRigidity of τ (non-ω) →PG-C02-iota-tauMaster constant ι_τ -
MathG-T03-categoricity-non-omegaCategoricity of τ (non-ω) →PG-C02-iota-tauMaster constant ι_τ -
MathG-T04-central-theoremCentral theorem at rank (3, 15) →PG-C02-iota-tauMaster constant ι_τ -
MathG-T06-prime-polarityPrime Polarity Theorem →PG-C02-iota-tauMaster constant ι_τ
Read next
- Physics Glossary — 95 entries
- Life Glossary — 78 entries
- Metaphysics Glossary — 68 entries
- Glossary Onboarding — vocabulary primer for τ-framework newcomers
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