The Wu-Wei Crypticity Theorem: Pricing Forcing as Crypticity in Landauer-Intelligence-Bound Units (the Mirror)

Key Points

• This work aims to validate the Wu-Wei Crypticity Theorem, providing a framework for understanding crypticity in terms of physical state variables.
• Proves the Wu-Wei Crypticity Theorem with a focus on the crypticity variable χ.
• Utilizes a model based on classical choices and axioms to explore crypticity dynamics.
• Establishes relationships between crypticity, forcing, and harmonization efficiency.
• Shows that crypticity χ is always non-negative, indicating predictive model value.
• Certifies a dissipation floor σ, establishing limits on energy costs related to crypticity.
• Demonstrates that quantum crypticity is less than or equal to classical crypticity in defined parameters.