Combined Bibliography

This bibliography represents the cross-disciplinary synthesis required to construct the GCT Operating System. It integrates the foundational philosophical inquiries of Volume 1, the material hydrodynamics of Volume 2, and the precision particle physics of Volume 3.

I. Foundations, Epistemology & Information Theory

• Bayes, T. (1764). "An Essay towards solving a Problem in the Doctrine of Chances." Philosophical Transactions of the Royal Society of London, 53, 370–418. [Read posthumously to the Royal Society in December 1763 and published in the 1764 volume.]
• Bekenstein, J. D. (1973). "Black Holes and Entropy." Physical Review D, 7(8), 2333–2346.
• Descartes, R. (1641). Meditations on First Philosophy. [Foundational for the $P=1$ absolute datum].
• Gleason, A. M. (1957). "Measures on the Closed Subspaces of a Hilbert Space." Journal of Mathematics and Mechanics, 6(6), 885–893. [Mathematical basis for the Born Rule derivation].
• Hawking, S. W. (1974). "Black Hole Explosions?" Nature, 248, 30–31. [Short announcement.]
• Hawking, S. W. (1975). "Particle creation by black holes." Communications in Mathematical Physics, 43(3), 199–220. [Full derivation; the source of the 1/4 coefficient in the Bekenstein–Hawking entropy formula $S_{BH} = A / (4 \ell_P^2)$ used throughout V1 Ch04, V1 Ch13, V2 Ch10, V2 Ch14, App G.]
• Hoffman, D. D. (2019). The Case Against Reality: Why Evolution Hid the Truth from Our Eyes. W.W. Norton.
• Husserl, E. (1913). Ideas: General Introduction to Pure Phenomenology. [Foundational for the Axiom of Presence].
• Ismael, J. (2007). The Situated Self. Oxford University Press.
• Kastrup, B. (2019). The Idea of the World: A Multi-disciplinary Argument for the Mental Nature of Reality. Iff Books.
• Rovelli, C. (1996). "Relational quantum mechanics." International Journal of Theoretical Physics, 35, 1637-1678.
• Russell, B. (1912). "On the Notion of Cause." Proceedings of the Aristotelian Society, 13, 1–26. [Namesake source for V1 Ch10 "Russellian Causation".]
• Russell, B. (1927). The Analysis of Matter. London: Kegan Paul, Trench, Trubner & Co. [Canonical primary source for Russellian Monism, Ch. XXXVII §4: physics describes the structural relations among physical states without specifying their intrinsic categorical nature. Foundational for V1 Ch06 §6.4 Tripartite Ontology and the Field/Solenoid/Agent framing.]

II. Standard Model & Precision Tests

• Sirlin, A. (1980). "Radiative corrections in the SU(2)L x U(1) theory: A simple renormalization framework." Physical Review D, 22(4), 971-981.
• Marciano, W. J., & Sirlin, A. (1980). "Radiative corrections to neutrino-induced neutral-current phenomena in the SU(2)L x U(1) theory." Physical Review D, 22(11), 2695.
• Veltman, M. (1977). "Limit on mass differences in the Weinberg model." Nuclear Physics B, 123(1), 89-99.
• ALEPH, DELPHI, L3, OPAL, SLD Collaborations. (2006). "Precision electroweak measurements on the Z resonance." Physics Reports, 427(5-6), 257-454.
• Hollik, W. (1990). "Radiative corrections in the standard model of the electroweak interactions." Fortschritte der Physik, 38(3), 165-260.
• Degrassi, G., et al. (2012). "Higgs mass and vacuum stability in the Standard Model at NNLO." Journal of High Energy Physics, 2012(8), 98.
• Mohr, P. J., Newell, D. B., & Taylor, B. N. (2016). "CODATA recommended values of the fundamental physical constants: 2014." Reviews of Modern Physics, 88(3), 035009.
• Navas, S., et al. (Particle Data Group). (2024). "Review of Particle Physics." Physical Review D, 110, 030001.
• Parker, R. H., Yu, C., Zhong, W., Estey, B., & Müller, H. (2018). "Measurement of the fine-structure constant as a test of the Standard Model." Science, 360(6385), 191–195. [DOI: 10.1126/science.aap7706; Cs-α atom-interferometry determination cited in App FM Protocol P.5b.]
• Morel, L., Yao, Z., Cladé, P., & Guellati-Khélifa, S. (2020). "Determination of the fine-structure constant with an accuracy of 81 parts per trillion." Nature, 588(7836), 61–65. [DOI: 10.1038/s41586-020-2964-7; Rb-α atom-interferometry determination cited in App FM Protocol P.5b.]
• Tu, L.-C., Luo, J., & Gillies, G. T. (2005). "The mass of the photon." Reports on Progress in Physics, 68(1), 77–130. [Canonical review of photon-rest-mass experimental bounds (Coulomb-law tests give $m_\gamma < 10^{-18}$ eV in the static-field IR limit); cited in V2 Ch06 §6.1.2b IR/UV scale-separation block against the phason-gap-modified Anderson-Higgs identification.]
• Cairncross, W. B., Gresh, D. N., Grau, M., Cossel, K. C., Roussy, T. S., Ni, Y., Zhou, Y., Ye, J., & Cornell, E. A. (2017). "Precision Measurement of the Electron's Electric Dipole Moment Using Trapped Molecular Ions." Physical Review Letters, 119(15), 153001. [DOI: 10.1103/PhysRevLett.119.153001; JILA molecular-ion eEDM measurement cited in V3 Ch09 §9.4 next-generation discrimination context.]

III. Berry Phase & Topology

• Xiao, D., Chang, M. C., & Niu, Q. (2010). "Berry phase effects on electronic properties." Reviews of Modern Physics, 82(3), 1959.
• Thouless, D. J., et al. (1982). "Quantized Hall conductance in a two-dimensional periodic potential." Physical Review Letters, 49(6), 405.
• Simon, B. (1983). "Holonomy, the quantum adiabatic theorem, and Berry's phase." Physical Review Letters, 51(24), 2167.
• Resta, R. (1994). "Macroscopic polarization in crystalline dielectrics: the geometric phase approach." Reviews of Modern Physics, 66(3), 899.
• Niu, Q., & Thouless, D. J. (1984). "Quantised adiabatic charge transport in the presence of substrate disorder and many-body interaction." Journal of Physics A: Mathematical and General, 17(12), 2453.
• Berry, M. V. (1984). "Quantal Phase Factors Accompanying Adiabatic Changes." Proceedings of the Royal Society A, 392, 45–57.

IV. Quasicrystals & Hydrodynamics

• Levine, D., & Steinhardt, P. J. (1984). "Quasicrystals: A new class of ordered structures." Physical Review Letters, 53(26), 2477.
• Socolar, J. E. S., Lubensky, T. C., & Steinhardt, P. J. (1986). "Phonons, phasons, and dislocations in quasicrystals." Physical Review B, 34(5), 3345.
• Kalugin, P. A., Kitayev, A. Y., & Levitov, L. S. (1985). "Al0.86Mn0.14: A six-dimensional crystal." JETP Letters, 41(3), 145-149.
• Bak, P. (1985). "Phenomenological theory of icosahedral incommensurate (quasiperiodic) order." Physical Review Letters, 54(14), 1517.
• Boyle, L., & Mygdalas, A. "Spacetime Quasicrystals." arXiv:2601.07769.
• de Boissieu, M., et al. (1995). "Diffuse scattering and phason elasticity in the AlPdMn icosahedral phase." Physical Review Letters, 75(1), 89–92.
• Elser, V. (1985). "Indexing problems in quasicrystal diffraction." Physical Review B, 32(8), 4892.
• Elser, V., & Sloane, N. J. A. (1987). "A highly symmetric four-dimensional quasicrystal." Journal of Physics A: Mathematical and General, 20(18), 6161–6168.
• Francoual, S., et al. (2006). "Dynamics of phason fluctuations in the i-AlPdMn quasicrystal." Philosophical Magazine, 86(6–8), 1029–1035.
• McKay, J. (1980). "Graphs, singularities, and finite groups." Proceedings of Symposia in Pure Mathematics, 37, 183–186.
• Janssen, T. (1988). "Aperiodic crystals: a contradictio in terminis?" Physics Reports, 168(2), 55-113.
• Freedman, B., Lifshitz, R., Fleischer, J. W., & Segev, M. (2007). "Phason dynamics in nonlinear photonic quasicrystals." Nature Materials, 6, 776–781.
• Kramer, P., & Neri, R. (1984). "On periodic and non-periodic space fillings of E^m obtained by projection." Acta Crystallographica Section A, 40, 580–587. [Canonical projection-method source for the AKN tiling used in GCT hardware].
• Andreev, A. F., & Lifshitz, I. M. (1969). "Quantum Theory of Defects in Crystals." Soviet Physics JETP, 29(6), 1107–1113. [Primary source for the Supersolid Vacuum state].
• Hurwitz, A. (1891). "Über die genäherte Darstellung der Irrationalzahlen durch rationale Brüche." Mathematische Annalen, 39(2), 279–284. [Mathematical bedrock for the Icosahedral Selection Theorem].
• Janot, C. (1992). Quasicrystals: A Primer. Oxford University Press.
• Lubensky, T. C., Ramaswamy, S., & Toner, J. (1985). "Hydrodynamics of Icosahedral Quasicrystals." Physical Review B, 32(11), 7444–7452.
• Pontryagin, L. S. (1966). Topological Groups. Gordon and Breach. [Basis for the Adelic Solenoid construction].
• Senechal, M. (1995). Quasicrystals and Geometry. Cambridge University Press.
• Shechtman, D., et al. (1984). "Metallic Phase with Long-Range Orientational Order and No Translational Symmetry." Physical Review Letters, 53(20), 1951.
• Volovik, G. E. (2003). The Universe in a Helium Droplet. Oxford University Press.
• Zhang, S.-W. (1995). "Small points and adelic metrics." Journal of Algebraic Geometry, 4, 281–300. [Bogomolov-Zhang theorem context].
• Forrest, A., Hunton, J., & Kellendonk, J. (2002). Topological Invariants for Projection Method Patterns. Memoirs of the American Mathematical Society 159(758). [K-theory of the AKN tiling C*-algebra via the Anderson-Putnam complex; rank of $K_0(\mathcal{A})$ for icosahedral cut-and-project tilings.]
• Gähler, F., Hunton, J., & Kellendonk, J. (2013). "Integral cohomology of rational projection method patterns." Algebraic & Geometric Topology 13(3):1661–1708. [Dimension group and trace image $\tau_*(K_0(\mathcal{A}))$ for icosahedral tilings; establishes $\tau_*(K_0) \subset \mathbb{Z}[\phi]$ for AKN.]
• Bellissard, J. (1992). "Gap labelling theorems for Schrödinger operators." In From Number Theory to Physics (M. Waldschmidt et al., eds.), Springer, pp. 538–630. [Foundational paper on the gap-labeling theorem for aperiodic crystals.]
• Bellissard, J., Herrmann, D. J. L., & Zarrouati, M. (2000). "Hulls of aperiodic solids and gap labelling theorems." In Directions in Mathematical Quasicrystals (M. Baake & R. Moody, eds.), CRM Monograph Series 13, pp. 207–258. [Modern formulation of gap-labeling on the hull of the tiling C*-algebra.]
• Connes, A., & Moscovici, H. (1995). "The local index formula in noncommutative geometry." Geometric and Functional Analysis 5(2):174–243. [Local index formula for the Dixmier-trace residue.]
• Pimsner, M., & Voiculescu, D. (1980). "Exact sequences for K-groups and Ext-groups of certain cross-product C*-algebras." Journal of Operator Theory 4(1):93–118. [PV six-term exact sequence for $K_0$ of crossed-product C*-algebras.]
• Anderson, J. E., & Putnam, I. F. (1998). "Topological invariants for substitution tilings and their associated C*-algebras." Ergodic Theory and Dynamical Systems 18(3):509–537. [Anderson-Putnam complex and inverse-limit calculation of the rational cohomology of substitution-tiling hulls.]
• Henley, C. L. (1986). "Sphere packings and local environments in Penrose tilings." Physical Review B 34(2):797–816. [Standard reference for the 24 vertex configurations in the AKN tiling.]
• Katz, A., & Duneau, M. (1986). "Quasiperiodic patterns and icosahedral symmetry." Journal de Physique 47(2):181–196. [Independent enumeration of AKN vertex configurations.]
• Conway, J. H., & Sloane, N. J. A. (1999). Sphere Packings, Lattices and Groups (3rd ed.). Springer-Verlag. [Standard reference for Voronoi cells of root lattices, including the rectified $n$-orthoplex Voronoi cell of $D_n$.]

V. Neuro-Quantum & Consciousness

• Baars, B. J. (1988). A Cognitive Theory of Consciousness. Cambridge University Press. [Global Workspace Theory monograph; cited in V1 Ch17 §17.5.1 as the cognitive-access comparison class.]

• Balaguer, M. (2009). Free Will as an Open Scientific Problem. MIT Press. [Event-causal libertarianism with explicit treatment of the actualization-step indeterminacy GCT inherits at $\mathcal{P}_{\rm actualize}$; cited in V1 Ch16 §16.2.8e.]

• Bechara, A., Damasio, H., Tranel, D., & Damasio, A. R. (2005). "The Iowa Gambling Task and the somatic marker hypothesis: some questions and answers." Trends in Cognitive Sciences, 9(4), 159–162. [Somatic-marker and implicit-affect reference; cited in V1 Ch16 §16.2.8d with the Tier 3 Level IIA mapping caveat.]

• Block, N. (1995). "On a confusion about a function of consciousness." Behavioral and Brain Sciences, 18(2), 227–247. [Phenomenal-vs-access consciousness distinction; used in V1 Ch16 §16.1 and the Level I / Level II disposition.]

• Block, N. (2007). "Consciousness, accessibility, and the mesh between psychology and neuroscience." Behavioral and Brain Sciences, 30(5–6), 481–548. [Refined P/A treatment introducing the iconic-memory overflow case as the canonical P-without-A example; cited in V1 Ch16 §16.2.8d.]

• Block, N., & Stalnaker, R. (1999). "Conceptual analysis, dualism, and the explanatory gap." Philosophical Review, 108(1), 1–46. [Modal-conceivability rebuttal of dualist arguments; cited in V1 Ch16 §16.2.8a Chalmers Direct Incongruence response.]

• Chalmers, D. J. (1995). "Facing up to the problem of consciousness." Journal of Consciousness Studies, 2(3), 200–219. [Canonical statement of the Hard Problem; load-bearing for V1 Ch16 §16.2 and the axiomatization-as-dissolution move.]

• Chalmers, D. J. (1996). The Conscious Mind: In Search of a Fundamental Theory. Oxford University Press. [Zombie conceivability argument; engaged across V1 Ch16-17.]

• Chalmers, D. J. (2010). The Character of Consciousness. Oxford University Press. [Collected papers including the Direct Incongruence Argument (§4.2) and the structural-realism response cited in V1 Ch16 §16.2.8a.]

• Chalmers, D. J. (2017). "The combination problem for panpsychism." In Panpsychism: Contemporary Perspectives, ed. G. Brüntrup & L. Jaskolla, Oxford University Press, pp. 179–214. [Canonical statement of the Combination Problem; cited inline in V1 Ch16 §16.2.7c as the Tier 3 framing of the GCT mereological-nihilism response.]

• Carruthers, P. (2000). Phenomenal Consciousness: A Naturalistic Theory. Cambridge University Press. [Higher-order representational theory; cited in V1 Ch16 §16.1.4b.]

• Dehaene, S. (2014). Consciousness and the Brain: Deciphering How the Brain Codes Our Thoughts. Viking. [Canonical GNW monograph; cited alongside Mashour-Roelfsema-Changeux-Dehaene 2020 in V1 Ch17 §17.5.]

• Mashour, G. A., Roelfsema, P., Changeux, J.-P., & Dehaene, S. (2020). "Conscious Processing and the Global Neuronal Workspace Hypothesis." Neuron, 105(5), 776–798. DOI: 10.1016/j.neuron.2020.01.026. [Global neuronal workspace review; cited in consciousness-framework comparisons.]

• Boxer, S. G. (2009). "Stark Realities." The Journal of Physical Chemistry B, 113(10), 2972–2983. DOI: 10.1021/jp8067393. [Canonical review of vibrational Stark spectroscopy in enzyme active sites; used in V1 Ch17 §17.1.3b for the $E_{ATP} \in [3 \times 10^6, 3 \times 10^7]$ V/m biophysical-estimate range driving the κ uncertainty propagation.]

• Callis, P. R., & Liu, T. (2006). "Short range photoinduced electron transfer in proteins: QM-MM simulations of tryptophan and flavin fluorescence quenching in proteins." Chemical Physics, 326(1), 230–239. DOI: 10.1016/j.chemphys.2006.01.039. [Trp-environment-dependent dipole moment range relevant to the $\mu_{Trp} \in [3, 7]$ D anchor; used in V1 Ch17 §17.1.3b κ-uncertainty propagation. Companion to Callis & Vivian 2003 (CPL 369:409) and the Callis 2004 J. Phys. Chem. B 108:4248 Trp-quantum-yield review.]

• Bechara, A., Damasio, H., & Damasio, A. R. (2000). "Emotion, decision making and the orbitofrontal cortex." Cerebral Cortex, 10(3), 295–307. DOI: 10.1093/cercor/10.3.295. [Damásio somatic-marker hypothesis applied to orbitofrontal-cortex decision-making; cited inline in V1 Ch16 §16.2.8d as the canonical empirical anchor for the "Level IIA implicit affect is felt but not reportable" example.]

• Hirokawa, N., & Takemura, R. (2005). "Molecular motors and mechanisms of directional transport in neurons." Nature Reviews Neuroscience, 6(3), 201–214. DOI: 10.1038/nrn1624. [Canonical neuronal-cytoskeleton review supplying the ~10^4–10^5 MTs/neuron count anchor used in V1 Ch17 §17.1.4 Trp-site redundancy arithmetic.]

• Conde, C., & Cáceres, A. (2009). "Microtubule assembly, organization and dynamics in axons and dendrites." Nature Reviews Neuroscience, 10(5), 319–332. DOI: 10.1038/nrn2631. [Cortical-neuron MT-density review; companion anchor to Hirokawa-Takemura 2005 for the ~10^5 MTs/neuron figure used in V1 Ch17 §17.1.4 Trp-site redundancy arithmetic.]

• Vivian, J. T., & Callis, P. R. (2001). "Mechanisms of tryptophan fluorescence shifts in proteins." Biophysical Journal, 80(5), 2093–2109. DOI: 10.1016/S0006-3495(01)76183-8. [Canonical review of the Trp indole-side-chain dipole moment in the protein electrostatic environment; provides the literature anchor for the $\mu_{Trp} \in [3, 7]$ D range used in V1 Ch17 §17.1.3b κ-uncertainty propagation.]

• Domratcheva, T., Fedorov, R., & Schlichting, I. (2003). "Crystal Structures and Molecular Mechanism of a Light-Induced Signaling Switch: The Phot-LOV1 Domain from Chlamydomonas reinhardtii." Biophysical Journal, 84(4), 2474–2482. DOI: 10.1016/S0006-3495(03)75052-8. [Phot-LOV1 photochemistry; the flavin Trp-flavin electron-transfer studies that anchor the $\Delta E_{CI} \in [3 \times 10^{-3}, 3 \times 10^{-2}]$ eV conical-intersection seam-gap range used in V1 Ch17 §17.1.3b κ-uncertainty propagation are part of the broader Domratcheva-group photo-LOV / Trp-flavin literature (this paper supplies the LOV1 anchor; the specific seam-gap range is the operative Tier 3 estimate across the photo-LOV / cryptochrome literature, not a single-paper claim).]

• Olufs, Z. P. G., Loewen, C. A., Ganetzky, B., Wassarman, D. A., & Perouansky, M. (2018). "Genetic loss-of-function studies of isoflurane and sevoflurane potency mediators reveal divergent action of two volatile anesthetics in Drosophila melanogaster." Scientific Reports, 8, 2348. [DOI: 10.1038/s41598-018-20720-7; canonical Serial Anesthesia Array methodology characterising isoflurane/sevoflurane potency variability across Drosophila strains; cited in V3 Ch16 §16.3.4 as the calibration anchor for the Protocol D Drosophila $^{17}$O LORR assay sample-size and statistical-power estimates + the MC systematic-budget basis.]

• Dehaene, S., & Naccache, L. (2001). "Towards a cognitive neuroscience of consciousness: Basic evidence and a workspace framework." Cognition, 79(1–2), 1–37. [Global workspace baseline; used in V1 Ch16 §16.1 access-consciousness mapping.]

• Dennett, D. C. (1991). Consciousness Explained. Little, Brown and Co. [Heterophenomenology and the multiple-drafts model; cited in V1 Ch16 §16.2.7c against panpsychism.]

• Dennett, D. C. (2016). "Illusionism as the obvious default theory of consciousness." Journal of Consciousness Studies, 23(11-12), 65–72. [Illusionism position; engaged in V1 Ch16 §16.2.7c alongside Frankish 2016.]

• Frankish, K. (2016). "Illusionism as a theory of consciousness." Journal of Consciousness Studies, 23(11-12), 11–39. [Canonical illusionism reference; engaged in V1 Ch16 §16.2.7c as the position GCT's axiomatization of Qualitative Presence rejects.]

• Gazzaniga, M. S. (1970). The Bisected Brain. Appleton-Century-Crofts. [Foundational split-brain monograph.]

• Goff, P. (2017). Consciousness and Fundamental Reality. Oxford University Press. [Russellian cosmopsychism with explicit treatment of the Combination Problem (Ch.3, Ch.6); cited in V1 Ch16 §16.2.7c, §16.2.8a as the closest contemporary competitor to GCT's Structural Russellian Monism.]

• Goff, P. (2019). Galileo's Error: Foundations for a New Science of Consciousness. Pantheon Books. [Panpsychism contemporary defense; engaged in V1 Ch11 Russellian-monism discussion.]

• Hill, C. S., & McLaughlin, B. P. (1999). "There are fewer things in reality than are dreamt of in Chalmers's philosophy." Philosophy and Phenomenological Research, 59(2), 445–454. [Modal-conceivability rebuttal of zombie arguments; cited in V1 Ch16 §16.2.8a as part of the load-bearing response to the Direct Incongruence Argument.]

• Kripke, S. A. (1980). Naming and Necessity. Harvard University Press. [Source for the rigid-designator framework and the water/H₂O conceivability-vs-metaphysical-possibility analogy cited in V1 Ch16 §16.2.8a.]

• Lau, H. (2008). "A higher-order Bayesian decision theory of consciousness." Progress in Brain Research, 168, 35–48. [Higher-order Bayesian/metacognitive consciousness account; cited in V1 Ch16 §16.1.4b.]

• Lau, H., & Rosenthal, D. M. (2011). "Empirical support for higher-order theories of conscious awareness." Trends in Cognitive Sciences, 15(8), 365–373. DOI: 10.1016/j.tics.2011.05.009. [Higher-order-theory empirical review; cited in V1 Ch16 and Ch17 for the P/A and HOT comparison surface.]

• Lamme, V. A. F. (2006). "Towards a true neural stance on consciousness." Trends in Cognitive Sciences, 10(11), 494–501. [Recurrent-processing theory; phenomenology-without-access argument.]

• Brown, R., Lau, H., & LeDoux, J. E. (2019). "Understanding the higher-order approach to consciousness." Trends in Cognitive Sciences, 23(9), 754–768. [Contemporary HOT synthesis; cited in V1 Ch16 §16.1.4b.]

• Maniscalco, B., & Lau, H. (2012). "A signal detection theoretic approach for estimating metacognitive sensitivity from confidence ratings." Consciousness and Cognition, 21(1), 422–430. [Metacognitive-sensitivity measure supporting the HOT/metacognition comparison in V1 Ch16 §16.1.4b.]

• Miller, G. A. (1956). "The magical number seven, plus or minus two: Some limits on our capacity for processing information." Psychological Review, 63(2), 81–97. [Working-memory capacity bound; V1 Ch17 §17.x consciousness-bandwidth context.]

• Oizumi, M., Albantakis, L., & Tononi, G. (2014). "From the phenomenology to the mechanisms of consciousness: Integrated Information Theory 3.0." PLOS Computational Biology, 10(5), e1003588. [IIT 3.0 axiomatic framework: integrated information from cause-effect repertoires plus exclusion and maximal existence; allows functionally-equivalent feed-forward zombies, and is not generic computational functionalism.]

• Pinto, Y., Neville, D. A., Otten, M., Corballis, P. M., Lamme, V. A. F., de Haan, E. H. F., Foschi, N., & Fabri, M. (2017). "Split brain: divided perception but undivided consciousness." Brain, 140(5), 1231–1237. [Used in V1 Ch17 to argue against the standard split-brain-as-two-minds interpretation.]

• Rosenthal, D. M. (1997). "A theory of consciousness." In N. Block, O. Flanagan, & G. Güzeldere (eds.), The Nature of Consciousness: Philosophical Debates. MIT Press, pp. 729–753. [Foundational higher-order-thought formulation; cited in V1 Ch16 §16.1.4b.]

• Rosenthal, D. M. (2005). Consciousness and Mind. Oxford University Press. [HOT-foundational monograph; cited in V1 Ch16 §16.1.4b.]

• Rosenthal, D. M. (2012). "Higher-order awareness, misrepresentation and function." Philosophical Transactions of the Royal Society B, 367, 1424–1438. DOI: 10.1098/rstb.2011.0353. [HOT refinement; cited in V1 Ch16 §16.1.4b.]

• Sperling, G. (1960). "The information available in brief visual presentations." Psychological Monographs: General and Applied, 74(11), 1–29. [Iconic-memory paradigm; V1 Ch16 §16.1 canonical Level IIA example.]

• Sperry, R. W. (1968). "Hemisphere deconnection and unity in conscious awareness." American Psychologist, 23(10), 723–733. [Original split-brain interpretation; engaged alongside Pinto 2017 in V1 Ch17.]

• Gazzaniga, M. S. (2005). "Forty-five years of split-brain research and still going strong." Nature Reviews Neuroscience, 6(8), 653–659. [DOI: 10.1038/nrn1723; engaged alongside Pinto 2017 in V1 Ch17 split-brain disposition.]

• Volz, L. J., & Gazzaniga, M. S. (2017). "Interaction in isolation: 50 years of insights from split-brain research." Brain, 140(7), 2051–2060. [DOI: 10.1093/brain/awx139; partial-dissociation scenarios under dual-task paradigms; framed in V1 Ch17 as sub-network decoherence rather than Polaron split.]

• Craddock, T. J. A., Kurian, P., Preto, J., Sahu, K., Hameroff, S. R., Klobukowski, M., & Tuszynski, J. A. (2017). "Anesthetic Alterations of Collective Terahertz Oscillations in Tubulin Correlate with Clinical Potency: Implications for Anesthetic Action and Post-Operative Cognitive Dysfunction." Scientific Reports, 7, 9877. [DOI: 10.1038/s41598-017-09992-7; cited in V1 Ch17 for the anaesthetic-tubulin hydrophobic-pocket binding claim.]

• Aillaud, C., Bosc, C., Peris, L., Bosson, A., Heemeryck, P., Van Dijk, J., Le Friec, J., Boulan, B., Vossier, F., Sanman, L. E., Syed, S., Amara, N., Couté, Y., Lafanechère, L., Denarier, E., Delphin, C., Pelletier, L., Humbert, S., Bogyo, M., Andrieux, A., Rogowski, K., & Moutin, M.-J. (2017). "Vasohibins/SVBP are tubulin carboxypeptidases (TCPs) that regulate neuron differentiation." Science, 358(6369), 1448–1453. [DOI: 10.1126/science.aao4165; TTL/VASH detyrosination kinetics — used in V1 Ch17 §17.1.5x for acetylated-MT lifetime context.]

• Aragonès, A. C., Medina, E., Ferrer-Huerta, M., Gimeno, N., Teixidó, M., Palma, J. L., Tao, N., Ugalde, J. M., Giralt, E., Díez-Pérez, I., & Mujica, V. (2017). "Measuring the Spin-Polarization Power of a Single Chiral Molecule." Small, 13(2), 1602519. DOI: 10.1002/smll.201602519. [Single-molecule CISS in chiral oligopeptide; polarisation in the polypeptide ~5–20% band that the App X §X.11.1 P_CISS lower edge anchors.]

• Stoddard, M. C., Eyster, H. N., Hogan, B. G., Morris, D. H., Soucy, E. R., & Inouye, D. W. (2020). "Wild hummingbirds discriminate nonspectral colors." Proceedings of the National Academy of Sciences, 117(26), 15112–15122. DOI: 10.1073/pnas.1919377117. [Behavioural discrimination of UV+red non-spectral mixtures in Selasphorus platycercus; engaged substantively in V1 Ch16 §16.4 as the strongest empirical challenge to the strict 3-D $T_2$ ($E_\perp$) phenomenal-color-substrate ceiling.]

• Strawson, G. (2006). "Realistic Monism: Why Physicalism Entails Panpsychism." Journal of Consciousness Studies, 13(10–11), 3–31. [Russellian-monism source; engaged in V1 Ch11 + Ch16.]

• Weiskrantz, L. (1986). Blindsight: A Case Study and Implications. Oxford University Press. [Blindsight phenomenon — historically cited as Level IIA evidence; reinterpreted as Block 1995 A-without-P canonical case in V1 Ch16 §16.1.]

• Yablo, S. (1993). "Is conceivability a guide to possibility?" Philosophy and Phenomenological Research, 53(1), 1–42. [Canonical modal-conceivability critique; cited in V1 Ch16 §16.2.8a as the lead philosophical response to Chalmers's Direct Incongruence Argument.]

• Aiello, C. D., Abendroth, J. M., Abbas, M., et al. (2022). "A chirality-based quantum leap." ACS Nano, 16(4), 4989–5035. DOI: 10.1021/acsnano.1c01347. [Updated synthesis of the CISS-enabled chiral-spin-qubit research program; cited in App F §F.5.]

• Albantakis, L., Barbosa, L., Findlay, G., Grasso, M., Haun, A. M., Marshall, W., Mayner, W. G. P., Zaeemzadeh, A., Boly, M., Juel, B. E., Sasai, S., Fujii, K., David, I., Hendren, J., Lang, J. P., & Tononi, G. (2023). "Integrated information theory (IIT) 4.0: Formulating the properties of phenomenal existence in physical terms." PLOS Computational Biology, 19(10), e1011465. [Canonical IIT 4.0 reformulation around intrinsic-difference cause-effect-structures; cited in V1 Ch17 §17.5 for the IIT 4.0-era GCT-vs-IIT divergence framing.]

• Mayner, W. G. P., Marshall, W., Albantakis, L., Findlay, G., Marchman, R., & Tononi, G. (2018). "PyPhi: A toolbox for integrated information theory." PLOS Computational Biology, 14(7), e1006343. [Reference Python implementation of the IIT 3.0 cause-effect-structure calculus; the engine GCT_Physics_Engine/src/protocol_iit_phi_pyphi.py invokes PyPhi to compute the load-bearing sub-network $\Phi$ values on induced sub-graphs of the icosahedral connectivity cited in V1 Ch17 §17.5.1 and the App H O.28 closure-path discussion.]

• Casali, A. G., Gosseries, O., Rosanova, M., Boly, M., Sarasso, S., Casali, K. R., Casarotto, S., Bruno, M.-A., Laureys, S., Tononi, G., & Massimini, M. (2013). "A theoretically based index of consciousness independent of sensory processing and behavior." Science Translational Medicine, 5(198), 198ra105. DOI: 10.1126/scitranslmed.3006294. [Canonical Perturbational Complexity Index (PCI) reference; cited in V1 Ch17 §17.5.2 as the empirical NCC discriminator targeted by the GCT bimodal-$T_2$/PCI dissociation prediction.]

• Casarotto, S., Comanducci, A., Rosanova, M., Sarasso, S., Fecchio, M., Napolitani, M., Pigorini, A., Casali, A. G., Trimarchi, P. D., Boly, M., Gosseries, O., Bodart, O., Curto, F., Landi, C., Mariotti, M., Devalle, G., Laureys, S., Tononi, G., & Massimini, M. (2016). "Stratification of unresponsive patients by an independently validated index of brain complexity." Annals of Neurology, 80(5), 718–729. DOI: 10.1002/ana.24779. [Independently validated PCI cohort that established the canonical $PCI^* = 0.31$ cutoff; cited in V1 Ch17 §17.5.2.]

• Comolatti, R., Pigorini, A., Casarotto, S., Fecchio, M., Faria, G., Sarasso, S., Rosanova, M., Gosseries, O., Boly, M., Bodart, O., Ledoux, D., Brichant, J.-F., Nobili, L., Laureys, S., Tononi, G., Massimini, M., & Casali, A. G. (2019). "A fast and general method to empirically estimate the complexity of brain responses to transcranial and intracranial stimulations." Brain Stimulation, 12(5), 1280–1289. DOI: 10.1016/j.brs.2019.05.013. [PCI refinement; cited alongside Casali+ 2013 in V1 Ch17 §17.5.2.]

• Cronin, T. W., & Marshall, N. J. (1989). "A retina with at least ten spectral types of photoreceptors in a mantis shrimp." Nature, 339(6220), 137–140. [Foundational mantis-shrimp multi-photoreceptor reference; cited in V1 Ch16 §16.4 species-variance discussion of the $T_2$ ($E_\perp$) color-irrep ceiling.]

• Findlay, G., Marshall, W., Albantakis, L., David, I., Mayner, W. G. P., Koch, C., & Tononi, G. (2025; first posted 2024). "Dissociating Artificial Intelligence from Artificial Consciousness." arXiv preprint arXiv:2412.04571v2. DOI: 10.48550/arXiv.2412.04571. [Submitted 5 Dec 2024; v2 dated 3 Mar 2025. IIT 4.0 substrate-realism applied to the AI-consciousness question; cited in V1 Ch17 §17.5 Table 17.5 to refine the IIT-vs-GCT divergence framing on substrate-implemented digital systems.]

• Eger, E. I., II, Raines, D. E., Shafer, S. L., Hendrickx, J. F. A., & Sonner, J. M. (2008). "Is a New Paradigm Needed to Explain How Inhaled Anesthetics Produce Immobility?" Anesthesia & Analgesia, 107(3), 832–848. DOI: 10.1213/ane.0b013e318182aedb. [Canonical anaesthesia-mechanism review covering heavy-noble-gas anaesthetic specificity and the MAC-KIE background bound on heavy-atom solvent substitution at MAC concentrations; cited in V3 Ch16 §16.3.1 for the $<0.4\%$ MAC-shift KIE consensus on the $^{131/132}$Xe pair.]

• Hill, P. A., Wei, Q., Eckenhoff, R. G., & Dmochowski, I. J. (2007). "Thermodynamics of Xenon Binding to Cryptophane in Water and Human Plasma." Journal of the American Chemical Society, 129(30), 9262–9263. DOI: 10.1021/ja072965p. [Eckenhoff-group primary-source reference on xenon-host binding thermodynamics; cited in V3 Ch16 §16.3.1 as the closest verified Eckenhoff-group xenon paper, distinct from the heavy-atom MAC-KIE bound which derives from the broader solvent-KIE class anchors (Cleland 2003; Loveridge & Allemann 2010; Gomez-Aspe & Muralidharan 2019; Eger et al. 2008).]

• Goldsmith, T. H. (1990). "Optimization, constraint, and history in the evolution of eyes." Quarterly Review of Biology, 65(3), 281–322. [Canonical reference for the 4-cone tetrachromatic colour geometry against which the Stoddard 2020 non-spectral-color result is interpreted; cited in V1 Ch16 §16.4.]

• Goldsmith, T. H. (2006). "What birds see." Scientific American, 295(1), 68–75. [Accessible reference for avian tetrachromacy and the substrate-vs-sensor distinction; cited in V1 Ch16 §16.4.]

• Hart, N. S. (2001). "The visual ecology of avian photoreceptors." Progress in Retinal and Eye Research, 20(5), 675–703. [Canonical bird-tetrachromacy reference; cited in V1 Ch16 §16.4.]

• Kelber, A., Vorobyev, M., & Osorio, D. (2003). "Animal colour vision — behavioural tests and physiological concepts." Biological Reviews, 78(1), 81–118. DOI: 10.1017/S1464793102006018. [Canonical behavioural-vs-physiological framework for animal colour vision, including the substrate-vs-sensor distinction; cited in V1 Ch16 §16.4 as the framework against which Stoddard 2020 is interpreted.]

• Kane, R. (1996). The Significance of Free Will. Oxford University Press. [Canonical libertarian-agency response to the luck objection; cited in V1 Ch16 §16.2.8e as the source of the Self-Forming-Action framework, which GCT engages but does not adopt — for the $\mathcal{F}_{\rm sel}$-stochasticity disposition GCT takes the Balaguer-Mele event-causal libertarian route instead, treating Kane's plural-rational-effort SFA as a structurally distinct alternative.]

• Kane, R. (1999). "Responsibility, luck, and chance: Reflections on free will and indeterminism." Journal of Philosophy, 96(5), 217–240. [Specific Kane statement of the Self-Forming-Action response to the luck objection; cited alongside Kane 1996 in V1 Ch16 §16.2.8e.]

• Kettner, M., Maslyuk, V. V., Nürenberg, D., Seibel, J., Gutierrez, R., Cuniberti, G., Ernst, K.-H., & Zacharias, H. (2018). "Chirality-dependent electron spin filtering by molecular monolayers of helicenes." Journal of Physical Chemistry Letters, 9(8), 2025–2030. [Chirality-dependent spin filtering in helicene monolayers; cited in App F §F.5.]

• List, C. (2014). "Free will, determinism, and the possibility of doing otherwise." Noûs, 48(1), 156–178. [Modal-agent-causal libertarianism + critique of pure-randomness responses; cited in V1 Ch16 §16.2.8e residual-luck-objection discussion.]

• Mele, A. R. (2006). Free Will and Luck. Oxford University Press. [Definitive contemporary treatment of the luck objection; cited in V1 Ch16 §16.2.8e for the residual thin-point analysis of libertarian responses.]

• Manka, S. W., & Moores, C. A. (2018). "The role of tubulin–tubulin lattice contacts in the mechanism of microtubule dynamic instability." Nature Structural & Molecular Biology, 25(7), 607–615. DOI: 10.1038/s41594-018-0084-y. [Cryo-EM characterisation of porcine microtubule + doublecortin (deposited PDB codes 6EVW/6EVX/6EVY/6EVZ/6EW0); cited in V3 Ch07 §7.3.3 for the microtubule lumen inner-diameter cross-check.]

• Mishra, D., Markus, T. Z., Naaman, R., Kettner, M., Göhler, B., Zacharias, H., Friedman, N., Sheves, M., & Carmeli, C. (2013). "Spin-dependent electron transmission through bacteriorhodopsin embedded in purple membrane." Proceedings of the National Academy of Sciences, 110(37), 14872–14876. [CISS in bacteriorhodopsin; cited in App F §F.5.]

• Naaman, R., & Waldeck, D. H. (2012). "Chiral-induced spin selectivity effect." Journal of Physical Chemistry Letters, 3(16), 2178–2187. [Early canonical CISS framework reference; cited in App F §F.5 alongside Naaman-Paltiel-Waldeck 2019.]

• Sarasso, S., Boly, M., Napolitani, M., Gosseries, O., Charland-Verville, V., Casarotto, S., Rosanova, M., Casali, A. G., Brichant, J.-F., Boveroux, P., Rex, S., Tononi, G., Laureys, S., & Massimini, M. (2015). "Consciousness and complexity during unresponsiveness induced by propofol, xenon, and ketamine." Current Biology, 25(23), 3099–3105. DOI: 10.1016/j.cub.2015.10.014. [PCI applied to anaesthetic states; cited in V1 Ch17 §17.5.2.]

• Thoen, H. H., How, M. J., Chiou, T.-H., & Marshall, J. (2014). "A different form of color vision in mantis shrimp." Science, 343(6169), 411–413. DOI: 10.1126/science.1245824. [Critical experimental demonstration that mantis-shrimp 12-channel photoreceptors function as fast spectral classifiers rather than as basis vectors for a high-dimensional perceptual color manifold; cited in V1 Ch16 §16.4 as the key result reconciling 12-photoreceptor biology with the $T_2$ ($E_\perp$) 3D phenomenal-substrate ceiling.]

• van Inwagen, P. (1983). An Essay on Free Will. Oxford: Clarendon Press. [Canonical statement of the luck objection and the Consequence Argument; cited in V1 Ch16 §16.2.8e as the load-bearing source for the libertarian-agency literature engaged.]

• Yeganeh, S., Ratner, M. A., Medina, E., & Mujica, V. (2009). "Chiral electron transport: Scattering through helical potentials." Journal of Chemical Physics, 131(1), 014707. [Chiral self-assembled monolayer transport; cited in App F §F.5 for the chiral-silicon-surface counterfactual.]

• Yuan, F., Hu, Y., Wu, J., Chen, B., Wang, Y., Wei, T., et al. (2019). "Wafer-scale fabrication of twisted silicon nanowires by guided cylinder-buckling self-assembly." Nature Materials, 18(11), 1267–1274. [Engineered chiral silicon nanowires; cited in App F §F.5 for the chiral-silicon counterfactual to standard achiral diamond-cubic Si.]

• Göhler, B., et al. (2011). "Spin selectivity in electron transmission through self-assembled monolayers of double-stranded DNA." Science, 331(6019), 894-897.

• Hameroff, S., & Penrose, R. (2014). "Consciousness in the universe: A review of the 'Orch OR' theory." Physics of Life Reviews, 11(1), 39-78.

• Hore, P. J., & Mouritsen, H. (2016). "The radical-pair mechanism of magnetoreception." Annual Review of Biophysics, 45, 299-344.

• Naaman, R., Paltiel, Y., & Waldeck, D. H. (2019). "Chiral molecules and the electron spin." Nature Reviews Chemistry, 3(4), 250–260. [Canonical CISS review; basis for the F_CISS ≈ 2.0 enhancement factor used in V3 §13 and App X.]

• Signorelli, C. M., Szczotka, J., & Prentner, R. (2021). "Explanatory profiles of models of consciousness — towards a systematic classification." Neuroscience of Consciousness, 2021(2), niab021. [V1 Ch17 §17.5 Table 17.5 invertebrate-ganglia Φ estimate for the GCT-vs-IIT comparison.]

• Leggett, A. J., & Garg, A. (1985). "Quantum mechanics versus macroscopic realism: Is the flux there when nobody looks?" Physical Review Letters, 54(9), 857-860.

• Maeda, K., et al. (2012). "Magnetically sensitive light-induced reactions in cryptochrome are consistent with its proposed role as a magnetoreceptor." Proceedings of the National Academy of Sciences, 109(13), 4774-4779.

• Misra, B., & Sudarshan, E. C. G. (1977). "The Zeno's paradox in quantum theory." Journal of Mathematical Physics, 18(4), 756-763.

• Ritz, T., Adem, S., & Schulten, K. (2000). "A model for photoreceptor-based magnetoreception in birds." Biophysical Journal, 78(2), 707-718.

• Fisher, M. P. (2015). "Quantum cognition: The possibility of processing with nuclear spins in the brain." Annals of Physics, 362, 593-602.

• Tegmark, M. (2000). "Importance of quantum decoherence in brain processes." Physical Review E, 61(4), 4194. [Cited in V1 Ch17 §17.6.1 (Orch-OR decoherence-timescale objection).]

• Tegmark, M. (2008). "The Mathematical Universe." Foundations of Physics, 38(2), 101–150. [Mathematical Universe Hypothesis canonical reference; cited in V1 Ch06 §6.4.5 parsimony comparison.]

• Hagan, S., Hameroff, S. R., & Tuszynski, J. A. (2002). "Quantum computation in brain microtubules: Decoherence and biological feasibility." Physical Review E, 65(6), 061901.

• Penrose, R. (1989). The Emperor's New Mind: Concerning Computers, Minds, and the Laws of Physics. Oxford University Press.

• Koch, C., & Hepp, K. (2006). "Quantum mechanics in the brain." Nature, 440(7084), 611.

• Sahu, S., et al. (2013). "Atomic water channel controlling remarkable properties of a single brain microtubule: Correlating single protein to its supramolecular assembly." Biosensors and Bioelectronics, 47, 141-148.

• Craddock, T. J., et al. (2012). "The zinc link to Alzheimer's disease: Zinc dependent tubulin polymerization." Journal of Alzheimer's Disease, 28(3), 677-696.

• Zhang, R., LaFrance, B., & Nogales, E. (2018). "Separating the effects of nucleotide and EB binding on microtubule structure." Proceedings of the National Academy of Sciences, 115(27), E6191-E6200. DOI: 10.1073/pnas.1802637115. [Primary citation for cryo-EM PDB structure 6DPU (porcine $\alpha\beta$-tubulin, 13-protofilament reconstruction, $\beta$-chains B/D/F/G/H/I and $\alpha$-chains A/C/E/J/K/L); cited in V1 Ch17 §17.1.2, App F §F.4, and App H Open Problem O.21 as the structural-biology dataset against which β-tubulin Trp local-inward candidates are screened pending assembled-lumen-axis verification.]

VI. Dark Energy & Cosmology

• Dicke, R. H. (1954). "Coherence in spontaneous radiation processes." Physical Review, 93(1), 99–110. [Superradiance; basis for the cooperative-emission language used in the consensus-protocol chapters.]
• Gibbons, G. W., & Hawking, S. W. (1977). "Cosmological event horizons, thermodynamics, and particle creation." Physical Review D, 15(10), 2738–2751. [De Sitter horizon entropy; used in V2 Ch14 §14 dark-energy chapters.]
• Madau, P., & Dickinson, M. (2014). "Cosmic star-formation history." Annual Review of Astronomy and Astrophysics, 52, 415–486. [Madau–Dickinson SFR used in the IMP-01 biogenic-DE pipeline (V2 Ch14 §14.5; protocol_imp01_pipeline.py).]
• Maldacena, J. (2003). "Non-Gaussian features of primordial fluctuations in single field inflationary models." Journal of High Energy Physics, 2003(5), 013. [V2 Ch14 §14.x dark-sector cross-reference.]
• Strominger, A. (2001). "The dS/CFT correspondence." Journal of High Energy Physics, 2001(10), 034. [De Sitter holography; V2 Ch14 §14.1.5b AdS-vs-dS scope discussion.]
• Verlinde, E. P. (2017). "Emergent gravity and the dark universe." SciPost Physics, 2(3), 016. [Emergent-gravity follow-on to Verlinde 2011; V2 Ch09 + Ch14 dark-sector context.]
• Agazie, G., et al. (NANOGrav Collaboration). (2023). "The NANOGrav 15 yr Data Set: Evidence for a Gravitational-wave Background." The Astrophysical Journal Letters, 951(1), L8.
• DESI Collaboration. (2024). "DESI 2024 VI: Cosmological Constraints from the Measurements of Baryon Acoustic Oscillations." arXiv preprint arXiv:2404.03002.
• DESI Collaboration: M. Abdul Karim et al. (2025). "DESI DR2 Results II: Measurements of Baryon Acoustic Oscillations and Cosmological Constraints." arXiv:2503.14738. [DESI DR2 CPL/neutrino-mass reference used in V2 Ch14, V3 Ch12, App R, and the falsifiability registry. DESI DR2 reports the CPL departure from $\Lambda$CDM at $3.1\sigma$ for BAO+CMB and $2.8$–$4.2\sigma$ when supernova samples are added.]
• Popovic, B., et al. (Dark Energy Survey Collaboration). (2025). "The Dark Energy Survey Supernova Program: A Reanalysis of Cosmology Results and Evidence for Evolving Dark Energy with an Updated Type Ia Supernova Calibration." arXiv:2511.07517. [DES-Dovekie recalibrated Type Ia supernova sample combined with CMB and DESI DR2; recalibrated CPL target $(w_0, w_a) = (-0.803 \pm 0.054,\ -0.72 \pm 0.21)$ with joint dynamical-dark-energy significance $3.2\sigma$; the registered external CPL comparison target used in V2 Ch14, V3 Ch12, App R, App FM, and the falsifiability registry.]
• Dessert, C., Rodd, N. L., & Safdi, B. R. (2020). "The dark matter interpretation of the 3.5-keV line is inconsistent with blank-sky observations." Science, 367(6485), 1465-1467.
• Aguerri, J. A. L., Girardi, M., Agulli, I., Negri, A., Dalla Vecchia, C., & Domínguez Palmero, L. (2020). "Deep spectroscopy in nearby galaxy clusters – V. The Perseus cluster." Monthly Notices of the Royal Astronomical Society, 494(2), 1681–1692. DOI: 10.1093/mnras/staa800. [Perseus cluster spectroscopic membership + velocity dispersion measurement; supplies the Perseus $\sigma_{vir} \approx 1280$ km/s anchor used in V3 Ch11 §11.1.4 quantitative reconciliation.]
• Bovy, J., Allende Prieto, C., Beers, T. C., et al. (2012). "The Milky Way's circular-velocity curve between 4 and 14 kpc from APOGEE data." The Astrophysical Journal, 759(2), 131. [Milky Way halo $\sigma_{vir} \sim 220$ km/s anchor used in V3 Ch11 §11.1.4 quantitative reconciliation table.]
• Walker, M. G., Mateo, M., Olszewski, E. W., Peñarrubia, J., Wyn Evans, N., & Gilmore, G. (2009). "A universal mass profile for dwarf spheroidal galaxies." The Astrophysical Journal, 704(2), 1274–1287. [Draco dSph $\sigma_{vir} \sim 9$ km/s anchor used in V3 Ch11 §11.1.4 quantitative reconciliation table.]
• Churazov, E., Forman, W., Jones, C., & Böhringer, H. (2003). "XMM-Newton observations of the Perseus cluster — I. The temperature and surface brightness structure." The Astrophysical Journal, 590(1), 225–237. [Perseus core thermal-pressure anchor $P_{th} \sim 0.07$ keV/cm³ at $n_e \approx 0.01$ cm⁻³, $T \approx 7$ keV; used in V3 Ch11 §11.1.4 quantitative reconciliation.]
• Markevitch, M., & Vikhlinin, A. (2007). "Shocks and cold fronts in galaxy clusters." Physics Reports, 443(1), 1–53. [Bullet Cluster bow-shock pressure $\sim 3$–$5$ keV/cm³ anchor used in V3 Ch11 §11.1.4 quantitative reconciliation table; bounds the upper edge of the $\sigma_{crit}$ closure-path-(b) bracket.]
• Riess, A. G., et al. (1998). "Observational evidence from supernovae for an accelerating universe and a cosmological constant." The Astronomical Journal, 116(3), 1009.
• Riess, A. G., Yuan, W., Macri, L. M., Scolnic, D., Brout, D., Casertano, S., Jones, D. O., Murakami, Y., Breuval, L., Brink, T. G., et al. (2022). "A Comprehensive Measurement of the Local Value of the Hubble Constant with 1 km s⁻¹ Mpc⁻¹ Uncertainty from the Hubble Space Telescope and the SH0ES Team." The Astrophysical Journal Letters, 934, L7. DOI: 10.3847/2041-8213/ac5c5b. [Reports $H_0 = 73.04 \pm 1.04$ km s⁻¹ Mpc⁻¹; cited in V2 Hubble-tension comparisons.]
• Perlmutter, S., et al. (1999). "Measurements of Omega and Lambda from 42 high-redshift supernovae." The Astrophysical Journal, 517(2), 565.
• Planck Collaboration. (2020). "Planck 2018 results. VI. Cosmological parameters." Astronomy & Astrophysics, 641, A6.
• Plenio, M. B., & Knight, P. L. (1998). "The quantum-jump approach to dissipative dynamics in quantum optics." Reviews of Modern Physics, 70(1), 101–144. DOI: 10.1103/RevModPhys.70.101. [Canonical cavity-QED quantum-jump treatment of dressed-state dissipation; anchors the polariton-manifold $T_2 \lesssim T_2(\text{bare})/2$ bound used in V3 Ch13 §13.3.5 + App H Open Problem O.31.]
• Weinberg, S. (1989). "The cosmological constant problem." Reviews of Modern Physics, 61(1), 1.
• Bousso, R. (2002). "The holographic principle." Reviews of Modern Physics, 74(3), 825.
• Maldacena, J. (1999). "The large-N limit of superconformal field theories and supergravity." International Journal of Theoretical Physics, 38, 1113-1133.
• Aschheim, R., Bubuianu, L., Fang, F., Irwin, K., Ruchin, V., & Vacaru, S. (2018). "Starobinsky inflation and dark energy and dark matter effects from quasicrystal like spacetime structures." Annals of Physics, 394, 120–143. arXiv:1611.04858.
• Susskind, L. (1995). "The world as a hologram." Journal of Mathematical Physics, 36(11), 6377-6396.
• 't Hooft, G. (1993). "Dimensional reduction in quantum gravity." arXiv preprint gr-qc/9310026.
• Witten, E. (1995). "String theory dynamics in various dimensions." Nuclear Physics B, 443(1), 85-126.
• Boyarsky, A., et al. (2014). "An unidentified line in X-ray spectra of the Andromeda galaxy and Perseus cluster." Physical Review Letters, 113(25), 251301. [Co-discovery of the 3.55 keV signal].
• Bulbul, E., et al. (2014). "Detection of an Unidentified Emission Line in the Stacked X-ray Spectrum of Galaxy Clusters." The Astrophysical Journal, 789(1), 13.
• Gell-Mann, M. (1961). "The Eightfold Way: A Theory of Strong Interaction Symmetries." California Institute of Technology Synchrotron Laboratory Report CTSL-20; TID-12608.
• Aharonian, F. A., et al. (Hitomi Collaboration). (2017). "Hitomi Constraints on the 3.5 keV Line in the Perseus Galaxy Cluster." The Astrophysical Journal Letters, 837(1), L15. DOI: 10.3847/2041-8213/aa61fa.
• XRISM Collaboration. (2025). "XRISM constraints on unidentified X-ray emission lines, including the 3.5 keV line, in the stacked spectrum of ten galaxy clusters." arXiv:2510.24560. [3.75 Ms Resolve stacked spectrum of ten galaxy clusters; no unidentified line detected, with a decay-rate constraint $\Gamma \lesssim 1.0 \times 10^{-27}\ \mathrm{s}^{-1}$ (3$\sigma$ upper limit) on the 3.5 keV line, $3$–$4\times$ tighter than Hitomi; the load-bearing X-ray non-detection reference for V3 Ch11 and Ch15 §15.5.]
• Koide, Y. (1982). "Fermion-boson two-body model of quarks and leptons and Cabibbo angle." Letters to Il Nuovo Cimento, 34(7), 201–204.
• Koide, Y. (1983). "A Fermion-Boson Composite Model of Quarks and Leptons." Physics Letters B, 120(1–3), 161–165. [The Koide lepton mass relation $K \approx 2/3$; benchmark for V3 §8.6 lepton mass derivations.]
• Malyshev, D., Neronov, A., & Eckert, D. (2014). "Constraints on 3.55 keV line emission from stacked observations of dwarf spheroidal galaxies." Physical Review D, 90, 103506.
• Mazur, P. O., & Mottola, E. (2004). "Gravitational Vacuum Condensate Stars." Proceedings of the National Academy of Sciences, 101(26), 9545–9550. [The Gravastar model].
• Riemer-Sørensen, S. (2016). "Constraints on the presence of a 3.55 keV dark matter emission line from Chandra observations of the Milky Way." Astronomy & Astrophysics, 590, A71.
• Mohr, P. J., Newell, D. B., Taylor, B. N., & Tiesinga, E. (2025). "CODATA Recommended Values of the Fundamental Physical Constants: 2022." Reviews of Modern Physics, 97, 025002. DOI: 10.1103/RevModPhys.97.025002.
• Verlinde, E. (2011). "On the Origin of Gravity and the Laws of Newton." Journal of High Energy Physics, 2011(4), 29. [The foundational framework for GCT entropic force].

VII. Quantum Gravity & The Problem of Time

• DeWitt, B. S. (1967). "Quantum Theory of Gravity. I. The Canonical Theory." Physical Review, 160(5), 1113–1148.
• Everett, H. (1957). "'Relative State' Formulation of Quantum Mechanics." Reviews of Modern Physics, 29(3), 454–462.
• Page, D. N., & Wootters, W. K. (1983). "Evolution without evolution: Dynamics described by stationary observables." Physical Review D, 27(12), 2885–2892.
• Wheeler, J. A. (1968). "Superspace and the Nature of Quantum Geometrodynamics." Battelle Rencontres, 242.
• Abdo, A. A., et al. (Fermi LAT & GBM Collaborations). (2009). "A limit on the variation of the speed of light arising from quantum gravity effects." Nature, 462(7271), 331–334. [Fermi/LAT observations of GRB 090510; benchmark linear-LIV bound used in V3 §20.]

VIII. Group Theory, Lie Algebras & Spin Geometry (Theorem T-McKay supporting literature)

• Kramer, P., & Neri, R. (1984). "On periodic and non-periodic space fillings of E^m obtained by projection." Acta Crystallographica Section A, 40, 580–587. [See also §IV; supplies the AKN icosahedral tiling used in Lemma T-McK.3 of App U §U.7.]
• Aschbacher, M. (2000). Finite Group Theory (2nd ed.). Cambridge Studies in Advanced Mathematics 10. Cambridge University Press. [§33.15 supplies the Schur multiplier $H_2(A_5, \mathbb{Z}) = \mathbb{Z}_2$ used in Lemma T-McK.1a, App U §U.7.3.]
• Atiyah, M. F., Patodi, V. K., & Singer, I. M. (1975). "Spectral asymmetry and Riemannian geometry. I." Mathematical Proceedings of the Cambridge Philosophical Society, 77(1), 43–69. [See also §III; Theorem 3.10 supplies the deformation-invariance of the $\eta$-invariant referenced in Lemma T-McK.1b sub-step U.7.6.4.]
• Bourbaki, N. (1968). Groupes et algèbres de Lie, Chapitres IV–VI. Hermann. [Chapter VI Plate VII supplies the $E_8 \supset D_6 \oplus A_1^2$ maximal-rank decomposition used in Lemma T-McK.3, App U §U.7.3.]
• Connes, A. (1994). Noncommutative Geometry. Academic Press. [See also §III; Chapter III §6 and Chapter VI §3 supply the character-theoretic spectral decomposition on finite-$G$ boundaries used in Lemma T-McK.1b sub-step U.7.6.2.]
• Connes, A., & Moscovici, H. (1995). "The Local Index Formula in Noncommutative Geometry." Geometric and Functional Analysis, 5(2), 174–243. [See also §III; Theorem 4.1 supplies the rationality of $\eta$ on finite-symmetry-orbit boundaries used in Lemma T-McK.1b sub-step U.7.6.3.]
• Conway, J. H., Curtis, R. T., Norton, S. P., Parker, R. A., & Wilson, R. A. (1985). ATLAS of Finite Groups. Oxford University Press. [p. 2 supplies the structure $2I \cong \mathrm{SL}_2(\mathbb{F}_5)$ used in Lemma T-McK.1a.]
• Conway, J. H., & Sloane, N. J. A. (1999). Sphere Packings, Lattices and Groups (3rd ed.). Grundlehren der mathematischen Wissenschaften 290. Springer. [§4.10 supplies the McKay graph computation $\widetilde{E}_8$ for $2I$ used in Lemma T-McK.2, App U §U.7.3.]
• Gordon, I. (2003). "On the quotient ring by diagonal invariants." Inventiones Mathematicae, 153(3), 503–518. arXiv:math/0208126. [Theorem 1.4 supplies the $W$-stable diagonal-coinvariant quotient ring of dimension $(h+1)^n$, valid for all finite Coxeter groups including non-crystallographic $H_3$ — the naming standing of the muon hook $h+1 = 11$ cited in V3 Ch08 §8.1.4; the crystallographic $Q/(h+1)Q$ interpretation (part 4) is Weyl-only and does not transfer.]
• Humphreys, J. E. (1990). Reflection Groups and Coxeter Groups. Cambridge Studies in Advanced Mathematics 29. Cambridge University Press. [§3.7 supplies the $H_4$ Coxeter and Cartan/root-system structure used in Lemma T-McK.4 ($\phi$-slope), App U §U.7.3.]
• Lawson, H. B., & Michelsohn, M.-L. (1989). Spin Geometry. Princeton Mathematical Series 38. Princeton University Press. [§II.5 supplies the construction of Dirac operators on icosahedral Spin manifolds used in Lemma T-McK.1b sub-step U.7.6.1.]
• McKay, J. (1980). "Graphs, singularities, and finite groups." Proceedings of Symposia in Pure Mathematics, 37, 183–186. [See also §IV; primary reference for the McKay correspondence used in Lemma T-McK.2, App U §U.7.3.]
• Moody, R. V., & Patera, J. (1993). "Quasicrystals and icosians." Journal of Physics A: Mathematical and General, 26(12), 2829–2853. [Theorem 3.2 supplies the uniqueness of the $\mathbb{Z}^6$ minimal periodic parent lattice for the icosahedral cut-and-project ansatz used in Lemma T-McK.3, App U §U.7.3.]
• Robinson, D. J. S. (1996). A Course in the Theory of Groups (2nd ed.). Graduate Texts in Mathematics 80. Springer. [§11.1 supplies the Schur–Zassenhaus uniqueness of universal central extensions used in Lemma T-McK.1a.]
• Slodowy, P. (1980). Simple Singularities and Simple Algebraic Groups. Lecture Notes in Mathematics 815. Springer. [Modern textbook proof of the McKay correspondence used in Lemma T-McK.2.]
• Steinberg, B. (2012). Representation Theory of Finite Groups: An Introductory Approach. Universitext. Springer. [§10 supplies the modern textbook treatment of the McKay correspondence used in Lemma T-McK.2.]
• Steinberg, R. (1967). Lectures on Chevalley Groups. Yale University Notes. [Reprinted by AMS, University Lecture Series 66, 2016.] [§7 supplies the universal-central-extension characterization of $\mathrm{SL}_2(\mathbb{F}_5) \cong 2I$ used in Lemma T-McK.1a.]

IX. Knot Theory & Operator Algebras (Polaron Unity supporting literature, App Y)

• Anderson, J. E., & Putnam, I. F. (1998). "Topological invariants for substitution tilings and their associated C*-algebras." Ergodic Theory and Dynamical Systems, 18(3), 509–537. [Supplies K-theoretic integer trace values of substitution-tiling C*-algebras used in App Y §Y.6.5.]
• Brown, N. P., & Ozawa, N. (2008). C-algebras and Finite-Dimensional Approximations*. Graduate Studies in Mathematics 88. American Mathematical Society. [§1.5 supplies the GNS construction used in App Y Definition Y.2.5.]
• Burde, G., & Zieschang, H. (2003). Knots (2nd ed.). de Gruyter Studies in Mathematics 5. de Gruyter. [§3.B supplies the Wirtinger presentation used in App Y Lemma Y.3.1.]
• Cuntz, J., & Krieger, W. (1980). "A class of C*-algebras and topological Markov chains." Inventiones Mathematicae, 56(3), 251–268. [See also §III; basis for the AKN tiling C*-algebra used in App Y §Y.6.5.]
• Hatcher, A. Notes on Basic 3-Manifold Topology. Cornell University, available online. [Ch. 1 supplies the irreducible Haken 3-manifold characterization used in App Y Lemma Y.3.2.]
• Kneser, H. (1929). "Geschlossene Flächen in dreidimensionalen Mannigfaltigkeiten." Jahresbericht der Deutschen Mathematiker-Vereinigung, 38, 248–260. [Supplies the connected-sum decomposition of 3-manifolds used in App Y Lemma Y.3.2.]
• Milnor, J. (1962). "A unique decomposition theorem for 3-manifolds." American Journal of Mathematics, 84(1), 1–7. [Supplies the Kneser–Milnor decomposition theorem used in App Y Lemma Y.3.2.]
• Papakyriakopoulos, C. D. (1957). "On Dehn's lemma and the asphericity of knots." Annals of Mathematics, 66(1), 1–26. [Supplies the Loop Theorem used in App Y Lemma Y.3.2.]
• Popa, S. (2006). "Strong rigidity of II${}_1$ factors arising from malleable actions of $w$-rigid groups, I." Inventiones Mathematicae, 165(2), 369–408. [Supplies the prime-factor classification used in App Y Remark Y.4.2.A.]
• Putnam, I. F. (2000). "C*-algebras from substitution tilings." In Integers, Polynomials and Quivers, Advanced Studies in Pure Mathematics 26, 81–120. [Supplies the GNS construction of the canonical trace on substitution-tiling C*-algebras used in App Y §Y.6.5.]
• Ribes, L., & Zalesskii, P. (2010). Profinite Groups (2nd ed.). Springer. [§9.1 supplies the profinite Bass–Serre theory used in App Y Lemma Y.3.3.]
• Stallings, J. R. (1971). Group Theory and Three-Dimensional Manifolds. Yale Mathematical Monographs 4. Yale University Press. [Supplies the group-theoretic free-product decomposition theorem used in App Y Lemma Y.3.2.]
• Takesaki, M. (1979). Theory of Operator Algebras I. Springer. [§I.7 supplies Schur's lemma for unitary representations used in App Y Lemma Y.3.5; §IV.5 supplies the von Neumann algebra duality used in App Y §Y.4.2.]
• Voiculescu, D. (1985). "Symmetries of some reduced free product C*-algebras." In Operator Algebras and their Connections with Topology and Ergodic Theory, Lecture Notes in Mathematics 1132, 556–588. Springer. [Supplies the free-probability characterization of free-product factors used in App Y Remark Y.4.2.A.]
• Wirtinger, W. (1905). "Über die Verzweigung bei Funktionen von zwei Veränderlichen." Jahresbericht der Deutschen Mathematiker-Vereinigung, 14, 517. [Supplies the classical Wirtinger presentation of knot groups used in App Y Lemma Y.3.1.]

X. Primary Project References [Self-Citations]

• Acosta, P. G. Geometric Consciousness Theory: A 6D-to-3D Projective Framework. The present monograph.