What does this research mean for the field?

The priority-axis Z-algebra axiomatic system provides a unified algebraic framework for black-hole physics that intrinsically generates an Einstein structure of constant curvature and a dual-track holographic mechanism for information sealing. Novelty: ClaimNovelty.METHODOLOGICAL. Consensus alignment: ConsensusAlignment.NEUTRAL.

What question did this study set out to answer?

Unify black-hole ontology, the zero-surface area law, and holographic mechanisms into a single algebraic framework using the priority-axis Z-algebra axiomatic system.

August 23, 2026Open Access

Z-Algebra Black Hole Theory: Zero-Surface Unification, Holographic Sealing, and Intrinsic Einstein Structure

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Authors

YWYunfei Wang

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Implication

Theoretical analysis demonstrates zero-surface unification and holographic sealing in black hole spacetime, indicating an algebraic foundation for intrinsic Einstein structures.

Key Points

Unify black-hole ontology, the zero-surface area law, and holographic mechanisms into a single algebraic framework using the priority-axis Z-algebra axiomatic system.
Applied the priority-axis Z-algebra axiomatic system (V10.1) to construct orthogonal direct-sum decompositions and define Lorentzian physical tangent spaces.
Derived curvature metrics and evaluated holographic isolation mechanisms and entropy formulations within the algebraic model.
Validated theoretical propositions through an exact symbolic-verification suite comprising 36 formal computational tests.
Derived an intrinsic Einstein structure characterized by constant curvature K = −1, Ric = −2η, scalar curvature R = −6, cosmological constant Λ = −2, and Einstein tensor G = +η.
Demonstrated that the zero surface Q = 0 uniformly characterizes light cones, confinement walls, atomic shells, and event horizons, conditionally deriving the Bekenstein-Hawking entropy S = A/(4G).
Passed all 36 exact symbolic verification tests with strictly zero residuals.

Cite This Study

Yunfei Wang (2026) studied this question.

synapsesocial.com/papers/6a8aae407677a3411444727a https://doi.org/10.5281/zenodo.22025328

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August 23, 2026Open Access

Z-Algebra Black Hole Theory: Zero-Surface Unification, Holographic Sealing, and Intrinsic Einstein Structure

View Full Paper

Ask AI

Bookmark

Authors

YWYunfei Wang

Discussion

Member takes

Implication

Theoretical analysis demonstrates zero-surface unification and holographic sealing in black hole spacetime, indicating an algebraic foundation for intrinsic Einstein structures.

Key Points

Unify black-hole ontology, the zero-surface area law, and holographic mechanisms into a single algebraic framework using the priority-axis Z-algebra axiomatic system.
Applied the priority-axis Z-algebra axiomatic system (V10.1) to construct orthogonal direct-sum decompositions and define Lorentzian physical tangent spaces.
Derived curvature metrics and evaluated holographic isolation mechanisms and entropy formulations within the algebraic model.
Validated theoretical propositions through an exact symbolic-verification suite comprising 36 formal computational tests.
Derived an intrinsic Einstein structure characterized by constant curvature K = −1, Ric = −2η, scalar curvature R = −6, cosmological constant Λ = −2, and Einstein tensor G = +η.
Demonstrated that the zero surface Q = 0 uniformly characterizes light cones, confinement walls, atomic shells, and event horizons, conditionally deriving the Bekenstein-Hawking entropy S = A/(4G).
Passed all 36 exact symbolic verification tests with strictly zero residuals.

Cite This Study

Yunfei Wang (2026) studied this question.

synapsesocial.com/papers/6a8aae407677a3411444727a https://doi.org/10.5281/zenodo.22025328

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