Vijay Shankar Sharma
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72 unique predictions

72 numbered write-ups. Confirmed means the observation already ran the way BFUT required: mature high-z galaxies, the century-long rise in inferred age and reach, the downward move in H0 under more robust methods, the persistence of the Hubble tension, ALPHA-g antihydrogen fall. Testing means live data already points the same way (JWST, cosmic web, large rotating basins, S8, null WIMP searches). Untested means the specific measurement has not been done yet. Number 30 was not in the source file.

72listed
0untested
0testing
0confirmed

#1

Derived

Condensation minimum

P16

E(R)=A/R²+BR²+C+D/R; R₀=1.27348221

E(R)=A/R²+BR²+C+D/R; R₀=1.27348221

#2

Derived

Void-filling asymmetry

P16

δ_d=2δ_u from the three-sphere geometry

δ_d=2δ_u from the three-sphere geometry

#3

Derived

Void correction

P16

A_void/6 as the geometric void correction

A_void/6 as the geometric void correction

#4

Derived

Electron/proton mass ratio

P19

m_e_vss=mₚ/(6π⁵)

m_e_vss=mₚ/(6π⁵)

#5

Derived

Reduced Planck constant

P16 P19

ħ_vss=mₚcrₚ/(πR₀), with h_vss=2πħ_vss

ħ_vss=mₚcrₚ/(πR₀), with h_vss=2πħ_vss

#6

Derived

Fine-structure constant

P19

α_vss=e²/(4πε₀ħ_vss c) within the BFUT derivation chain

α_vss=e²/(4πε₀ħ_vss c) within the BFUT derivation chain

#7

Derived

R₀ cross-check

P19

R₀=4ε₀mₚc²rₚα_vss/e²

R₀=4ε₀mₚc²rₚα_vss/e²

#8

Derived

Independent c reconstruction

P23 P19

c_vss²=e²R₀/(4ε₀mₚrₚα_vss)

c_vss²=e²R₀/(4ε₀mₚrₚα_vss)

#9

Derived

Substrate stiffness

P23

Kₛ=ρₛc²

Kₛ=ρₛc²

#10

Derived

Universal acceleration scale

P18 P78

aₛ=c√(Gρₛ/3)

aₛ=c√(Gρₛ/3)

#11

Derived

Finite deformation-domain radius

P18

R_d=[3M/(8πρₛ)]^(1/3)

R_d=[3M/(8πρₛ)]^(1/3)

#12

Derived

Rotationally enlarged domain

P18

R_eff=R_d(1+v_rot²/c²)^(1/3)

R_eff=R_d(1+v_rot²/c²)^(1/3)

#13

Derived

Dark matter effects equation (DME) rotation law

P18 P25 P78

v²=v_b²[1+aₛR/v_b²]^(1/2)

v²=v_b²[1+aₛR/v_b²]^(1/2)

#15

Derived

Mass-velocity scaling

P18

v∝M^(1/4) in the deep DME regime at fixed ρₛ

v∝M^(1/4) in the deep DME regime at fixed ρₛ

#16

Derived

Fixed BTFR coefficient

P18

v/M^(1/4)=[G c√(Gρₛ/3)]^(1/4)

v/M^(1/4)=[G c√(Gρₛ/3)]^(1/4)

#17

Derived

DME transition radius

P18

R_t=√(GM/aₛ) when aₛR/v_b²=1

R_t=√(GM/aₛ) when aₛR/v_b²=1

#18

Derived

DME acceleration asymptotes

P18

g_DME=√[g_b(g_b+aₛ)]; high-g: g≈g_b+aₛ/2; low-g: g≈√(aₛg_b)

g_DME=√[g_b(g_b+aₛ)]; high-g: g≈g_b+aₛ/2; low-g: g≈√(aₛg_b)

#19

Derived

Domain mass scaling

P18

R_d∝M^(1/3) at fixed ρₛ

R_d∝M^(1/3) at fixed ρₛ

#20

Derived

DDR mean-density relation

P18

Mean density inside R_d is 2ρₛ

Mean density inside R_d is 2ρₛ

#21

Derived

DDR boundary acceleration

P18

g_d=GM/R_d²=GM^(1/3)(8πρₛ/3)^(2/3)

g_d=GM/R_d²=GM^(1/3)(8πρₛ/3)^(2/3)

#22

Derived

Equilibrium carrier relaxation scale

P18

L_nat=λ_u/√(3ρₛ)=45.17 AU; τ_nat=L_nat/c=6.26 h

L_nat=λ_u/√(3ρₛ)=45.17 AU; τ_nat=L_nat/c=6.26 h

#23

Derived

Carrier inverse length

P18

μₛ²=3Gρₛ/c²

μₛ²=3Gρₛ/c²

#24

Derived

Cross-scale carrier identity

P18

aₛL_s=c²/3, where L_s=1/μₛ

aₛL_s=c²/3, where L_s=1/μₛ

#25

Derived

Spatial carrier attenuation

P18

g/g_N=e^(−r/R_eff)(1+r/R_eff) for the settled exponential carrier component

g/g_N=e^(−r/R_eff)(1+r/R_eff) for the settled exponential carrier component

#26

Derived

Newtonian-limit correction

P18

(g−g_N)/g_N≈−½(r/R_eff)² for r≪R_eff

(g−g_N)/g_N≈−½(r/R_eff)² for r≪R_eff

#27

Derived

Asymptotic attenuation slope

P18

d ln(g/g_N)/dr→−1/R_eff for r≫R_eff

d ln(g/g_N)/dr→−1/R_eff for r≫R_eff

#28

Derived

Carrier-component rotation profile

P18

v²=(GM/r)e^(−r/R_eff)(1+r/R_eff)

v²=(GM/r)e^(−r/R_eff)(1+r/R_eff)

#29

Derived

Photon coherence threshold

P23

E_min=2.25 meV

E_min=2.25 meV

#30

Derived

Photon persistence above threshold

P23

L_persist=L_rlx(E/E_min)²

L_persist=L_rlx(E/E_min)²

#31

Derived

Photon persistence below threshold

P23

L_persist=L_rlx(E/E_min)⁴

L_persist=L_rlx(E/E_min)⁴

#32

Derived

Photon log-slope prediction

P23

d ln L_persist/d ln E=2 above E_min and 4 below E_min

d ln L_persist/d ln E=2 above E_min and 4 below E_min

#33

Derived

Finite causal mean-density bound

P26

ρ̄_max=3c⁶/(4πG³M²)

ρ̄_max=3c⁶/(4πG³M²)

#34

Derived

Causal limiting radius

P26

R_max=GM/c²

R_max=GM/c²

#35

Derived

Universal compactness relation

P26

R_max/M=G/c²

R_max/M=G/c²

#36

Derived

Compact-object area scaling

P26

A∝M^(2/3), hence BFUT organised-deformation entropy scaling S∝M^(2/3)

A∝M^(2/3), hence BFUT organised-deformation entropy scaling S∝M^(2/3)

#37

Derived

Vacuum energy density

P2 P14 P23

u_vac=ρₛc²

u_vac=ρₛc²

#38

Derived

H-class radial resonance mass

P19

λ_H_vss=2AR₀/π²; v_vss=6E_unit/α_vss; m_H_vss=v_vss√(2λ_H_vss)=124.75 GeV/c²

λ_H_vss=2AR₀/π²; v_vss=6E_unit/α_vss; m_H_vss=v_vss√(2λ_H_vss)=124.75 GeV/c²

#39

Derived

Strong-coupling geometric relation

P19

αₛ_vss∝BR₀⁴/A

αₛ_vss∝BR₀⁴/A

#40

Derived

Electromagnetic geometric invariant

P19

ω_c²R₀²/c²

ω_c²R₀²/c²

#41

Derived

Periastron residual statistic

P18

R_peri=Σ(peri-window power)/Σ(off-peri power)

R_peri=Σ(peri-window power)/Σ(off-peri power)

#42

Derived

Pulsar phase-window statistic

P18

T_PSR=ΣW_pR_i/√(ΣW_p²σ_i²)

T_PSR=ΣW_pR_i/√(ΣW_p²σ_i²)

#43

Derived

S8 rotational suppression

P13

Proof-of-concept rotational collapse gives S8=0.7805 versus 0.832 radial, a 6.2% deficit

Proof-of-concept rotational collapse gives S8=0.7805 versus 0.832 radial, a 6.2% deficit

#44

Derived

Neutral Z resonance

P19

m_Z_vss=π⁴mₚ=91.396 GeV/c²

m_Z_vss=π⁴mₚ=91.396 GeV/c²

#45

Derived

Charged W resonance

P19

m_W_vss=256M=80.066 GeV/c²

m_W_vss=256M=80.066 GeV/c²

#46

Derived

Electroweak mixing output

P19

sin²θ_W_vss=1−(m_W_vss/m_Z_vss)²=0.23257

sin²θ_W_vss=1−(m_W_vss/m_Z_vss)²=0.23257

#47

Derived

Shankar configuration resonance

P16A

m_Shankar c² = [E(2+2) − E(3+1)]E_unit = 2.60E_unit = 776.5 MeV

m_Shankar c² = [E(2+2) − E(3+1)]E_unit = 2.60E_unit = 776.5 MeV

#48

Derived

BFUT configuration resonance

P16A

m_BFUT c² = [E(4+0) − E(3+1)]E_unit = 4.70E_unit = 1403.7 MeV

m_BFUT c² = [E(4+0) − E(3+1)]E_unit = 4.70E_unit = 1403.7 MeV

#49

Stated

Universal Centrality Rule

P6 P28

Every settled galaxy should possess a primary black hole or dominant gravitational vortex at its dynamical centre. A settled galaxy lacking the primary central object would falsify the hypothesis.

Every settled galaxy should possess a primary black hole or dominant gravitational vortex at its dynamical centre. A settled galaxy lacking the primary central object would falsify the hypothesis.

#50

Stated

Rotational entrainment saturation

P26

DDR enhancement should saturate with galaxy or cluster rotation.

DDR enhancement should saturate with galaxy or cluster rotation.

#51

Stated

Large-system enhancement floor

P26

Large coherent systems should retain a non-zero enhancement floor, approximately 14–20% in the P26 analysis.

Large coherent systems should retain a non-zero enhancement floor, approximately 14–20% in the P26 analysis.

#52

Stated

Low-baryonic-support enhancement

P26

Low-baryonic-support systems should show substantially larger Spaticle field enhancement, reaching about 50–60% in the P26 sample.

Low-baryonic-support systems should show substantially larger Spaticle field enhancement, reaching about 50–60% in the P26 sample.

#53

Stated

Cluster-versus-field differential floor

P26

Mass-matched galaxies embedded in rich clusters should show a higher enhancement floor than comparable isolated field galaxies if nested-domain reinforcement operates.

Mass-matched galaxies embedded in rich clusters should show a higher enhancement floor than comparable isolated field galaxies if nested-domain reinforcement operates.

#54

Stated

Rotational sustenance threshold

P26

Compact seed cores formed through collapse or explosive release should persist only when surrounding matter provides sufficient rotational coherence.

Compact seed cores formed through collapse or explosive release should persist only when surrounding matter provides sufficient rotational coherence.

#55

Stated

Isolated seed dissipation

P26

#56

Stated

Antihydrogen gravitational behaviour

P16A

Antihydrogen should fall under gravity identically to ordinary hydrogen.

Antihydrogen should fall under gravity identically to ordinary hydrogen.

#57

Stated

Stable antimatter-domain prediction

P16A

Ordinary formation conditions should not produce macroscopic stable antimatter domains.

Ordinary formation conditions should not produce macroscopic stable antimatter domains.

#58

Stated

Complete matter-antimatter cancellation

P16 P16A

Matter and antimatter configurations should annihilate through cancellation of the opposing substrate topologies.

Matter and antimatter configurations should annihilate through cancellation of the opposing substrate topologies.

#59

Stated

Maintained CMB equilibrium

P7

The CMB should be continuously maintained as a thermal-equilibrium radiation field, not require a relic origin from a finite-age event.

The CMB should be continuously maintained as a thermal-equilibrium radiation field, not require a relic origin from a finite-age event.

#60

Stated

Cosmic redshift without substrate expansion

P1 P23

Cosmic redshift should be explainable through source-observer dynamics and photon propagation through a static substrate.

Cosmic redshift should be explainable through source-observer dynamics and photon propagation through a static substrate.

#61

Stated

Observer-bulk-flow signature

P4

Apparent cosmic acceleration should correlate with observer motion and directional sampling effects without requiring a separate dark-energy component.

Apparent cosmic acceleration should correlate with observer motion and directional sampling effects without requiring a separate dark-energy component.

#62

Stated

Lyman-alpha interpretation

P11

The rise in Gunn-Peterson/Lyman-alpha opacity should admit a substrate absorption/percolation interpretation without uniquely requiring an expanding-universe interpretation.

The rise in Gunn-Peterson/Lyman-alpha opacity should admit a substrate absorption/percolation interpretation without uniquely requiring an expanding-universe interpretation.

#63

Stated

ISW interpretation

P12

Observed ISW temperature correlations should admit local Spaticle field temperature variations as a physical contribution.

Observed ISW temperature correlations should admit local Spaticle field temperature variations as a physical contribution.

#64

Stated

S8 redshift trend

P13

Rotational suppression should be stronger at low redshift and diminish toward high redshift in the P13 proof-of-concept framework.

Rotational suppression should be stronger at low redshift and diminish toward high redshift in the P13 proof-of-concept framework.

#65

Stated

S8 analysis sensitivity

P13

Recovered S8 should vary materially under defensible choices of scale cuts, tomography, covariance, intrinsic-alignment model, and sky coverage, even for the same underlying synthetic shear field.

Recovered S8 should vary materially under defensible choices of scale cuts, tomography, covariance, intrinsic-alignment model, and sky coverage, even for the same underlying synthetic shear field.

#66

Stated

Finite-core compact objects

P26 P28

Compact objects should possess finite organised compression cores, with the macroscopic mapping testable by future observations.

Compact objects should possess finite organised compression cores, with the macroscopic mapping testable by future observations.

#67

Stated

No physical singularity

P6 P26

Observations of compact objects should not require a physically realised infinite-density singularity.

Observations of compact objects should not require a physically realised infinite-density singularity.

#68

Stated

Information retained in compact objects

P26 P28

BFUT compact-object dynamics should retain information in organised substrate deformation and permit outward carrier relaxation.

BFUT compact-object dynamics should retain information in organised substrate deformation and permit outward carrier relaxation.

#69

Stated

No separate dark-matter particle requirement

P18 P25 P78

Galaxy and lensing anomalies should be reproducible through organised Spaticle field deformation without introducing a dark-matter particle.

Galaxy and lensing anomalies should be reproducible through organised Spaticle field deformation without introducing a dark-matter particle.

#70

Stated

Merger-morphology test

P78

In interacting systems, substrate-associated gravitational effects should track the organised motion of the dominant galactic matter and respond to redistribution during the merger.

In interacting systems, substrate-associated gravitational effects should track the organised motion of the dominant galactic matter and respond to redistribution during the merger.

#71

Stated

Low-dark-matter galaxy behaviour

P78

Systems such as DF2, DF4 and FCC224 should remain compatible with the stellar-mass-dominated line under the BFUT interpretation.

Systems such as DF2, DF4 and FCC224 should remain compatible with the stellar-mass-dominated line under the BFUT interpretation.

#72

Stated

Cosmic-scale continuity

P14 P16 P18

The same Spaticle field should support a continuous hierarchy from microscopic condensations through galactic and cosmological structures.

The same Spaticle field should support a continuous hierarchy from microscopic condensations through galactic and cosmological structures.