The unifying field theory of the GenesisAeon stack: full Lagrangian formulation of S∝A/S∝V duality, medium modulation, cosmic-moment collapse and entropy-table integration.
Project description
fieldtheory
The unifying field theory of the GenesisAeon stack.
Derives the full Lagrangian from S∝A/S∝V duality, applies medium-modulation, detects cosmic-moment collapse events and exports to entropy-table.
Install
pip install fieldtheory
# with full GenesisAeon stack integration:
pip install "fieldtheory[stack]"
Usage
# Run the unified field simulation
ft simulate --steps 100
# Show the symbolic Euler-Lagrange equation
ft lagrangian
# Override field parameters
ft simulate --s-a 1.0 --s-v 1.618 --depth 0.5 --threshold 0.618
Python API
from fieldtheory.core import simulate_field, derive_lagrangian, modulated_entropy
# Numerical simulation
result = simulate_field(steps=200, threshold=0.618)
print(result["S_mod_mean"]) # mean modulated entropy
print(result["cosmic_moments"]) # number of collapse events
# Symbolic Lagrangian + Euler-Lagrange equation
eqs = derive_lagrangian()
print(eqs["lagrangian"]) # S_A*S_V/(S_A + S_V) - (delta + 1)/t**2
print(eqs["euler_lagrange"]) # d/dt(∂L/∂Ṡ) - ∂L/∂S = 0
# Entropy-table export
from fieldtheory.entropy_table_bridge import FieldtheoryBridge
bridge = FieldtheoryBridge()
bridge.add_relation("S_mod_mean", result["S_mod_mean"])
bridge.export("domains.yaml")
Architecture
fieldtheory/
├── core.py # Unified Lagrangian, EL derivation, simulation
├── cli.py # ft simulate / ft lagrangian / ft version
└── entropy_table_bridge.py # Export to entropy-table (optional stack dep)
The Lagrangian encodes the S∝A/S∝V duality:
L = S_A·S_V / (S_A + S_V) − (1 + δ) / t²
^^^^^^^^^^^^^^^^^^^^^^^^^^^ ^^^^^^^^^^^^^^^^
harmonic duality balance collapse potential
When medium-modulation, cosmic-moment, and entropy-governance are installed (pip install "fieldtheory[stack]"), their implementations are used transparently. Without them the package falls back to internal implementations — all tests pass either way.
DOI (after Zenodo release): 10.5281/zenodo.XXXXXXX
PyPI: https://pypi.org/project/fieldtheory/
Project details
Release history Release notifications | RSS feed
Download files
Download the file for your platform. If you're not sure which to choose, learn more about installing packages.
Source Distribution
Built Distribution
Filter files by name, interpreter, ABI, and platform.
If you're not sure about the file name format, learn more about wheel file names.
Copy a direct link to the current filters
File details
Details for the file fieldtheory-0.1.0.tar.gz.
File metadata
- Download URL: fieldtheory-0.1.0.tar.gz
- Upload date:
- Size: 69.1 kB
- Tags: Source
- Uploaded using Trusted Publishing? No
- Uploaded via: uv/0.9.17 {"installer":{"name":"uv","version":"0.9.17","subcommand":["publish"]},"python":null,"implementation":{"name":null,"version":null},"distro":null,"system":{"name":null,"release":null},"cpu":null,"openssl_version":null,"setuptools_version":null,"rustc_version":null,"ci":null}
File hashes
| Algorithm | Hash digest | |
|---|---|---|
| SHA256 |
5c6035730768b45ae7ba1860fd6550130810d1e9178ae72fff6212454806c0f4
|
|
| MD5 |
bfe33e356e00f1525eccdb2463952a60
|
|
| BLAKE2b-256 |
c831ba81011422976956e45408f3584d60d55e977d3ab7f84151a1e2ba7349ba
|
File details
Details for the file fieldtheory-0.1.0-py3-none-any.whl.
File metadata
- Download URL: fieldtheory-0.1.0-py3-none-any.whl
- Upload date:
- Size: 7.8 kB
- Tags: Python 3
- Uploaded using Trusted Publishing? No
- Uploaded via: uv/0.9.17 {"installer":{"name":"uv","version":"0.9.17","subcommand":["publish"]},"python":null,"implementation":{"name":null,"version":null},"distro":null,"system":{"name":null,"release":null},"cpu":null,"openssl_version":null,"setuptools_version":null,"rustc_version":null,"ci":null}
File hashes
| Algorithm | Hash digest | |
|---|---|---|
| SHA256 |
be7c03610d8306100d58bd545ffda2b2d717219d0e230afb71b34a03b961278f
|
|
| MD5 |
d3f2d1e5253acd4a4051912f1d5cc4f4
|
|
| BLAKE2b-256 |
7e7b3db2f85246e8dbf45bfe1bdbb6aff6e560f265fb42dde3e0b7831e48fcd8
|