What question did this study set out to answer?

To explore the Vacuum Catastrophe not as an error but as a fundamental information-limit phenomenon.

April 5, 2026Open Access

Sci - The Information-Potential Uncertainty Relation

Key Points

To explore the Vacuum Catastrophe not as an error but as a fundamental information-limit phenomenon.
Revised the concept of the Vacuum Catastrophe using the Cramér-Rao Bound.
Introduced the Inverse Cartesian Website Heisenberg Equation (ICWHE).
Analyzed the implications of high structural coherence on field potential.
Established a relation proving that high structural coherence requires a local collapse in field potential.
Resolved the Vacuum Catastrophe as a necessary outcome of actualization within the CTS.

Abstract

Sci - The Information-Potential Uncertainty Relation Armstrong Knight — intent-tensor-theory. com The Vacuum Catastrophe — the 10¹20 discrepancy between predicted vacuum energy and observed value — is reframed here not as a calculation error but as a fundamental information-theoretic limit. Grounded in the Cramér-Rao Bound, we introduce the Inverse Cartesian Website Heisenberg Equation (ICWHE): ΔC · ΔP ≥ K (Theorem 4. 1). This relation proves that high structural coherence requires a local collapse in field potential, resolving the Vacuum Catastrophe as a necessary consequence of actualization within the CTS. Running implementation: intent-tensor-theory. com/applied-itt

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