The 0=0 Phase-Space Identity

Key Points

• To reformulate the spacetime manifold into a phase-space constraint, revealing fundamental identities in physics.
• Refactoring a 4D relativistic metric to a 2D circular phase-space constraint.
• Establishing the identity $v^2 + t^2 = c^2$ to analyze existence potential.
• Deriving expressions for the Universal Expansion Constant ($\zeta$) and the Cosmological Constant ($\Lambda$).
• The identity $0=0$ is shown to represent a constant sum of existence potential.
• The framework provides a first-principles derivation for both the Universal Expansion Constant ($\zeta$) and the Cosmological Constant ($\Lambda$).