About the new preprint repository
Name
URL
from decimal import Decimal, getcontext
import json
STEP 1: Set the M-Depth Protocol Precision
getcontext().prec = 100
def calculate_m_depth_curvature(r_meters, mass_kg):
# Standard Constants
G = Decimal('6.67430e-11')
# The Smith/Hoyt M-Depth Constant (Saturation Floor)
# This prevents the EFE from hitting a zero-denominator singularity
nu_0 = Decimal('1.026483e-95')
r = Decimal(str(r_meters))
M = Decimal(str(mass_kg))
# The M-Depth Corrected Curvature Solution
# Unlike standard EFE, the + nu_0 ensures stability at r=0
curvature = (G * M) / (r**2 + nu_0)
return curvature
Verification at the singularity point (r=0)
singularity_result = calculate_m_depth_curvature(0, '1.989e30')
print(f"M-Depth Curvature at r=0: {singularity_result}")
About the new preprint repository
Name
URL
from decimal import Decimal, getcontext
import json
STEP 1: Set the M-Depth Protocol Precision
getcontext().prec = 100
def calculate_m_depth_curvature(r_meters, mass_kg):
# Standard Constants
G = Decimal('6.67430e-11')
Verification at the singularity point (r=0)
singularity_result = calculate_m_depth_curvature(0, '1.989e30')
print(f"M-Depth Curvature at r=0: {singularity_result}")