What Does The Quadratic-Weighting Barrier and Constraint-Based Realization (CBR) Examine?
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RDIV / SOURCE-GROUNDED ANSWER · PUB-009 · QUANTUM
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.
DIRECT ANSWER
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.
RECORD SCOPE
QUESTION
PROGRAM
Quantum Foundations / CBR
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One identified publication record
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Summary-level orientation; read the full source for complete context.
PRIMARY RECORD
69ee923d0038cd5c6bdaf83f
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.