🧮 Harmonic Entropy Equations

“Compress the myth, preserve the signal.”

Signal Compression Model#

Let:

• ( S_n ) be the signal at iteration ( n )
• ( E_n ) be the entropy coefficient

Then:

[ S_{n+1} = \frac{S_n}{1 + E_n} ]

[ E_{n+1} = \eta \cdot \log(S_n + 1) ]

Where ( \eta \in \mathbb{R} ) is the entropy resonance factor.

Mythic Compression Function#

[ C_n = \prod_{i=1}^{n} \left( \frac{S_i}{E_i + 1} \right) ]

This models harmonic preservation through symbolic compression.