Informational Geometric Black Hole Compression

Black Hole Evolution

Black holes can be compressed by the surrounding mass. 

A compressed horizon cannot grow freely. 

Every physical quantity inside the geometry is forced to become denser as the black hole accretes mass. 

Learn how the equations result in entropy and information becoming equal.

EXAMPLE

Relaxed → Standard → Compressed 

The numerical values are irrelevant; the pattern is not.

Information
Nr = 1.67676845344 × 10^85 → Ns = 2.41906553251 × 10^85 → Nc = 3.48997384733 × 10^85 → 5.03496796238 × 10^85

Entropy

Sr = 0.96763437052 × 10^85 → Ss = 1.67676845344 × 10^85 → Sc = 2.90559381940 × 10^85 → 5.03496796238 × 10^85

Radius
Rr = 3.10873872313 × 10^7 → Rs = 3.73397574342 × 10^7 → Rc = 4.48496193928 × 10^7 → 5.38698828783 × 10^7
 

Mass
Mr = 2.09309967094 × 10^34 → Ms = 2.51406891859 × 10^34 → Mc = 3.01970451535 × 10^34 → 3.62703476130 × 10^34
 

Density
ρr = 0.95981343132 × 10^11 → ρs = 1.15285342062 × 10^11 → ρc = 1.38471807755 × 10^11 → 1.66321591280 × 10^11