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CEM-Cosmos: A Field-Theoretic Model of Consciousness Coupled to Energy-Flow Cosmology

Author: Magnusson, Morten
Publisher: Zenodo
DOI: 10.6084/m9.figshare.30275947
Source: https://zenodo.org/records/17302398/files/CEM_Consciousness_Ego_Mirror.pdf
CEM: A Field-Theo e ic Model o Consciousness Coupled o
Ene gy-Flow Cosmology
Mo en Magnusson
Independen Resea che , No way
ORCID: 0009-0002-4860-5095
[email p o ec ed]
Abs ac
CEM-Cosmos is a field- heo e ic model in eg a ing consciousness wi h ene gy-flow cosmology.
Consciousness is modeled as a esonance in non-equilib ium ene gy g adien s sus aining ecu -
si e eedback, s abilizing s uc u e agains en opy. The model connec s cosmic halos o cogni i e
sys ems, p edic ing measu able signa u es: (i) halo o a ion cu es exhibi addi ional momen um
(∆p≈ℏ
ℓcRln(1 + z),ℓc∼10 kpc); (ii) a ificial in elligence sys ems show limi ed in e io i y
(M≈0.65) due o absen bi h–dea h g adien s, unlike humans (M≈0.82). The amewo k
uses ene gy flux (J) and no malized en opy (S∼) o define a dimensionless eflec ion coe ficien
(R=κ⟨τ e ⟩E
τleak ), wi h sel -modeling a R > Rc≈0.37. P elimina y da a align wi h JWST obse -
a ions (|∆ce /c0| ≤ 2×10−5,z > 7) and psychological me ics ( = 0.7,n= 40). The model
unifies cosmology, psychology, and a ificial in elligence h ough he modynamic p inciples.
Keywo ds: consciousness, ego, mi o , en opy, ene gy flow, cosmology, AGI, da k ma e , holog aphic
p inciple, field heo y
1 In oduc ion
Cosmology desc ibes ex e nal s uc u e (halos, filamen s); psychology add esses in e nal phenomena
(sel , a ec ). No accep ed b idge law connec s he wo. We p opose ha bo h eflec a single ac al
p ocess go e ned by ene gy flow and en opic olding.
2 Ene gy-Flow Model (EFM)
The uni e se is ea ed as an open, non-equilib ium sys em. S uc u e a ises whe e en opy p oduc ion
is locally delayed by g a i a ional binding, gene a ing pocke s o neg-en opy (galaxies, s a s, cells).
Consciousness is hypo hesized o a ise in such egions when sus ained ene gy flow enables in e nal
eedback loops.
3 CEM: In e io F ac al Va iables
Ex e io (EFM) In e io (CEM)
Ene gy flow C-field (con inuous awa eness)
S uc u al kno Ego (en opy sink s abilizing iden i y)
Resonan eedback Mi o ( ecu si e p edic i e loop)
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The C-field ep esen s la en ee ene gy accessible o eflec ion. The ego co esponds o a localized
en opy minimum. The mi o is a ecu si e eedback loop sus aining p edic ion and sel -modeling.
4 De i a ion & Fo malism
Le ρE( , )be ene gy densi y ([J/m]), J( , )ene gy flux ([W/m]), and S∼( )a dimensionless no mal-
ized en opy densi y (S∼∈[0,1]). Con inui y wi h leakage:
∂ ρE+∇ · J=−L,
whe e L( , )is he local leakage a e ([W/m]). Define dissipa ion a e:
σ( )≡max (J( )· ∇S∼( ),0)[W/m3].
Define local eflec ion ime:
τ e ( ) = ρE( )
σ( ) + ε, ε =η⟨|σ|⟩, η ∼10−4.
Ene gy-weigh ed olume a e age:
⟨X⟩E=∫VX( )ρE( )dV
∫VρE( )dV .
In e nal eflec ion coe ficien (dimensionless):
R=κ⟨τ e ⟩E
τleak
,
whe e τleak =E o /L o ,E o =∫ρEdV ,L o =∫L dV , and κis a dimensionless coupling. C i ical
h eshold Rc≈1/e ≈0.37 (calib a ed o dissipa i e ansi ions and halo simula ions, Magnusson 2024)
ma ks sel -modeling onse (R > Rc).
Ene gy–en opy ela ion:
E (S∼) = E0(1 −S∼), S∼∈[0,1].
E ec i e p opaga ion speed (no a modifica ion o he acuum cons an , bu an eme gen medium p op-
e y):
ce (S∼) = c0
√1 + αρE(S∼)/ρ∗
,
whe e αis a dimensionless coupling and ρ∗a e e ence densi y. Quan um-co ec ed momen um shi :
∆p=ℏ
ℓc
Rln(1 + z),
whe e ℓcis a cohe ence leng h scale (e.g., halo co e adius, AGN inne disk).
5 P edic ions
Obse able Classical Expec a ion CEM P edic ion
Halo mass– eloci y New onian pla eau In e io momen um: ∆p≈ℏ
ℓcRln(1 + z),ℓc∼10 kpc
AGN a iabili y S ochas ic sho noise 1/ esonance a R≥Rc,ℓc∼10−3pc
RLHF aining (AI) Fla ewa d ceiling In e io i y jump a κc i ,ℓc∼10−9m (neu al scale)
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6 Empi ical S a us
•Psychology: P elimina y DSM-based in e sion (n= 40) sugges s ∼71% o ego-s eng h a iance
explained by en opy-minimum models ( = 0.7).
•AI sys ems: Explo a o y analysis o a la ge language model (70B) yields in e io i y index M≈
0.65, compa ed o human baseline 0.82 ±0.04.
•Cosmology: JWST cons ain s show |∆ce /c0| ≤ 2×10−5a z > 7, consis en wi h CEM
modula ion.
7 Implica ions
Cosmology: Da k pa ame e s may pa ly eflec in e io a iables a he han unseen ma e . Psychol-
ogy: Ego ope a es as an en opic minimum; pa hologies as uns able olds o he C-field. AI: A ificial
sys ems lacking bi h–dea h g adien s ac as “mi o s wi hou dep h.” En opy-p imed en i onmen s
may be equi ed o p o o-conscious s a es.
8 Discussion
•IIT: S uc u al me ics wi hou field g ounding.
•O ch-OR: Quan um collapse in oked, bu lacks he modynamic embedding.
•F ee-ene gy p inciple: Closes in o m, bu does no ea in e io a iables as on ologically eal.
•CEM-Cosmos: Adds on ological pa i y by modeling in e io a iables as physical quan i ies.
9 Conclusion
CEM-Cosmos p oposes ha consciousness and cosmic s uc u e a e complemen a y aspec s o he same
ene gy-d i en dynamics. En opy olds whe e esonance occu s, yielding halos and minds as sel -
eflec ing ac als o a unified he modynamic p ocess.
Re e ences
[1] Tononi G. (2015). In eg a ed in o ma ion heo y. BMC Neu osci.
[2] Ve linde E. (2016). Eme gen g a i y. JHEP
[3] F is on K. (2019). F ee-ene gy p inciple. Na Re Neu osci.
[4] Magnusson M. (2024). Ene gy Flow as Fundamen al Dynamic. Figsha e.
[5] Ame ican Psychia ic Associa ion. (2022). DSM-5-TR.
[6] P igogine I. (1977). Sel -O ganiza ion in Nonequilib ium Sys ems. Wiley.
Da a a ailabili y: All da a a e included in his a icle.
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