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What Does The Quadratic-Weighting Barrier and Constraint-Based Realization (CBR) Examine?

This paper examines constraints on candidate quantum realization weights within canonical Constraint-Based Realization. It argues that a canonical weighting rule must satisfy Born-rule compatibility, refinement and coarse-graining stability, operational invariance, symmetry, normalization, regularity, and non-circularity; it does not claim a universal derivation of the Born rule.

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This paper examines constraints on candidate quantum realization weights within canonical Constraint-Based Realization. It argues that a canonical weighting rule must satisfy Born-rule compatibility, refinement and coarse-graining stability, operational invariance, symmetry, normalization, regularity, and non-circularity; it does not claim a universal derivation of the Born rule. This page is an orientation to the published record. The linked source remains the controlling text for its definitions, evidence, argument, and limitations.
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What Does The Quadratic-Weighting Barrier and Constraint-Based Realization (CBR) Examine?

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Quantum Foundations / CBR

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ROBERT DURAN IV / PUBLISHED RECORD
The Quadratic-Weighting Barrier and Constraint-Based Realization (CBR)This paper examines constraints on candidate quantum realization weights within canonical Constraint-Based Realization. It argues that a canonical weighting rule must satisfy Born-rule compatibility, refinement and coarse-graining stability, operational invariance, symmetry, normalization, regularity, and non-circularity; it does not claim a universal derivation of the Born rule.
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