Approach Visualization
?
Metric Tensor Shape
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Metric Tensor gμν
?
t
r
θ
φ
t
r
θ
φ
Live Equations
gtt
= −(1 − rₛ/r)
−0.950
grr
= (1 + rₛ/r) · ζ
1.050
gθθ
= r² · ζ
400.0
gφφ
= r²sin²θ · ζ
300.0
ζ factor
= ζ(1 + (r/rₛ)³)
1.000
detspatial
= grr·gθθ·gφφ
—
Floor
det ≥ 0.4068 always
ACTIVE
Prime Amplification Factor
?
1.0000
ζ(s) with s = 1 + (r/r_s)³
Hawking Temperature
?
0.07958
T_H = ℏc³/(8πGMk_B) = 1/(4π r_s)
Spatial Determinant
?
—
Floor: 0.4068 (prime modification prevents zero)
BENFORD FLOOR ACTIVE — PRIMES PREVENT COLLAPSE
Determinant vs Distance
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Metric Component Magnitudes
gtt
0.950
grr
1.050
gθθ
400.0
gφφ
300.0