The Ouroboros Equation: A Self-Referential Fixed-Point Framework on Directed-Complete Partial

Key Points

• The aim is to establish a self-consistent fixed-point equation that relates various fundamental issues in physics.
• Formulate a fixed-point equation on a directed-complete partial order (dcpo).
• Utilize self-referential structures to define the equation U ≅ μF.
• Analyze the implications of this equation on four foundational unsolved problems.
• Demonstrates a link between the Ouroboros equation and unresolved issues such as the arrow of time and cosmological constant.
• Suggests that complex problems in physics might stem from a unified structural foundation.
• Provides a framework that could lead to new insights into quantum measurement and fine-tuning.