Electric Charge from Cyclic Handedness in EAS Scalar Fields: Conditioned Regions, Relational Scale, and Qualified Electromagnetic Correspondence
- 1Independent Researcher
Abstract
This paper is archived as a speculative research work.
Entanglement–Algebraic Spacetime (EAS), formulated through Scalar Fields (SFs), admits an ordered rank-three binary relational ontology with two conjugate cyclic orientation classes. We examine the precise conditional sense in which the completed exterior orientation of a qualified scalar-bearing composite supplies a two-valued electric charge class, and how a source-conditioned relational organization supports an electromagnetic representation. The account begins with the invariant elementary cadence of the scalar binary bit (SBB), an admitted complete outward SBB-mediated succession defining relational depth, and a specified four-point carrier adjacency. The complete geometric shell has 4L carrier positions at relational depth L, and normalized alternative-access accounting gives the source-weighted ring mean S_C/(4L). This positive source-loading report is rigorously distinguished from the independently admitted signed charge-class profile H_C/L: the shell count does not generate its handedness coefficient. A declared source-specific comparison map demonstrates common-depth compatibility without deducing electric charge from scalar loading. We recover and prove the unique cyclically invariant linear three-channel charge-report compression, formal charge-class reversal and finite aggregate cancellation, and a U(1) character representation. Newly formulated conditional source-relative comparison lemmas establish antisymmetric association contrasts and the restricted two-source handedness sign. Under the independently selected Type-I electromagnetic interface and fixed charge calibration q_C=e_*H_C, the source reports are compatible with Coulomb's field, finite Maxwell superposition and appropriately charge-matched retarded point-worldline fields. A multipole calculation shows precisely why cancellation of total charge need not cancel the local electric field. A formal reversal of the source-hand report at fixed loading reverses its signed electromagnetic coefficient but leaves positive gravitational source coefficients unchanged; the existence of a matching physical conjugate partner is not established. The entire mathematical source was author-certified on 19 October 2026 following an independent-in-method adversarial re-audit PASS at the stated conditional scope. This separate scientific reader edition preserves its mathematical statements and proofs, updates the scientific exposition and companion-source references, and requires its own post-edit source-fidelity review; the construction does not derive Maxwell dynamics, empirical coupling constants, source motion or quantum electrodynamics from SF primitives.
Related
- EAS / Scalar Fields: Quantum Gravity: Relational Scale, Conditioned-Region Source Organization, and Qualified Correspondence to General Relativity
- THE QUALIFIED DETERMINISM PRINCIPLE: A Framework for Information-Conditioned Causality Across Scales
- Effect of Dermal Fibroblast‐Conditioned Media on Human Dermal Fibroblasts Treated With Electromagnetic Transduction Therapy
- Activity-Conditioned Residual Association from Aggregated Relational Data
- From Relational Source Organization to Schwarzschild Geometry and Geodesics EAS/Scalar Fields — Paper II: Isolated-Source Gravitational Correspondence
BibTeX
@misc{labhard2026electric,
title = {{Electric Charge from Cyclic Handedness in EAS Scalar Fields: Conditioned Regions, Relational Scale, and Qualified Electromagnetic Correspondence}},
author = {0009-0008-0231-7067 Michael E. Labhard\},
howpublished = {Zenodo},
year = {2026},
month = oct,
doi = {10.5281/zenodo.23511233},
url = {https://zenodo.org/records/23511233},
note = {CC BY 4.0},
}
RIS
TY - UNPB
TI - Electric Charge from Cyclic Handedness in EAS Scalar Fields: Conditioned Regions, Relational Scale, and Qualified Electromagnetic Correspondence
AU - 0009-0008-0231-7067 Michael E. Labhard\
PY - 2026
DA - 2026/10/20
PB - Zenodo
DO - 10.5281/zenodo.23511233
UR - https://zenodo.org/records/23511233
AB - This paper is archived as a speculative research work. Entanglement–Algebraic Spacetime (EAS), formulated through Scalar Fields (SFs), admits an ordered rank-three binary relational ontology with two conjugate cyclic orientation classes. We examine the precise conditional sense in which the completed exterior orientation of a qualified scalar-bearing composite supplies a two-valued electric charge class, and how a source-conditioned relational organization supports an electromagnetic representation. The account begins with the invariant elementary cadence of the scalar binary bit (SBB), an admitted complete outward SBB-mediated succession defining relational depth, and a specified four-point carrier adjacency. The complete geometric shell has 4L carrier positions at relational depth L, and normalized alternative-access accounting gives the source-weighted ring mean S_C/(4L). This positive source-loading report is rigorously distinguished from the independently admitted signed charge-class profile H_C/L: the shell count does not generate its handedness coefficient. A declared source-specific comparison map demonstrates common-depth compatibility without deducing electric charge from scalar loading. We recover and prove the unique cyclically invariant linear three-channel charge-report compression, formal charge-class reversal and finite aggregate cancellation, and a U(1) character representation. Newly formulated conditional source-relative comparison lemmas establish antisymmetric association contrasts and the restricted two-source handedness sign. Under the independently selected Type-I electromagnetic interface and fixed charge calibration q_C=e_*H_C, the source reports are compatible with Coulomb's field, finite Maxwell superposition and appropriately charge-matched retarded point-worldline fields. A multipole calculation shows precisely why cancellation of total charge need not cancel the local electric field. A formal reversal of the source-hand report at fixed loading reverses its signed electromagnetic coefficient but leaves positive gravitational source coefficients unchanged; the existence of a matching physical conjugate partner is not established. The entire mathematical source was author-certified on 19 October 2026 following an independent-in-method adversarial re-audit PASS at the stated conditional scope. This separate scientific reader edition preserves its mathematical statements and proofs, updates the scientific exposition and companion-source references, and requires its own post-edit source-fidelity review; the construction does not derive Maxwell dynamics, empirical coupling constants, source motion or quantum electrodynamics from SF primitives.
ER -