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2026
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| Online Access: | https://doi.org/10.5281/zenodo.20269064 |
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| _version_ | 1866901661057810432 |
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| author | Scretching, Daniel |
| author_facet | Scretching, Daniel |
| contents | <p>This paper introduces ordinary Feynman diagrams through a proposed Feynman–Scretching diagram framework for DNA, quantum molecular biology, and molecular quantum electrodynamics (MQED). Standard Feynman diagrams are preserved as the parent language of quantum field theory, where diagrams encode amplitudes, external particle states, interaction vertices, coupling constants, and propagators. The Feynman–Scretching extension adds a molecular-observable closure layer after the QED or MQED vertex, allowing the diagrammatic sequence to continue from photon–matter interaction into measurable biological and spectroscopic quantities.</p> <p>The framework connects the QED/MQED vertex to oscillator strength, molar absorptivity, absorbance, absorption coefficient, extinction coefficient, absorption cross-section, dielectric-loss response, GC content, melting temperature, buoyant density, refractive index, and absorbancy ratio. A central verified numerical bridge is the De Ley–Scretching slope product:</p> <p>0.00098 × 87.4 = 0.085652 ≈ √α</p> <p>and</p> <p>(0.085652)² = 0.00733627 ≈ α.</p> <p>The paper presents six Feynman–Scretching diagrams with worked calculations for DNA absorption at 260 nm, De Ley/JDCS density closure, Compton scattering, pair-production threshold, and QED/QCD student-learning analogies. The result is a practical teaching and computational framework that does not replace QED, QCD, or ordinary Feynman diagrams, but extends their explanatory use into quantum molecular biology by showing how a photon–matter vertex can be followed into measurable DNA and molecular-observable closures.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_20269064 |
| institution | Zenodo |
| language | |
| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Introduction to Feynman Diagrams Using Feynman–Scretching Diagrams for DNA, Quantum Molecular Biology, and Molecular Quantum Electrodynamics Scretching, Daniel <p>This paper introduces ordinary Feynman diagrams through a proposed Feynman–Scretching diagram framework for DNA, quantum molecular biology, and molecular quantum electrodynamics (MQED). Standard Feynman diagrams are preserved as the parent language of quantum field theory, where diagrams encode amplitudes, external particle states, interaction vertices, coupling constants, and propagators. The Feynman–Scretching extension adds a molecular-observable closure layer after the QED or MQED vertex, allowing the diagrammatic sequence to continue from photon–matter interaction into measurable biological and spectroscopic quantities.</p> <p>The framework connects the QED/MQED vertex to oscillator strength, molar absorptivity, absorbance, absorption coefficient, extinction coefficient, absorption cross-section, dielectric-loss response, GC content, melting temperature, buoyant density, refractive index, and absorbancy ratio. A central verified numerical bridge is the De Ley–Scretching slope product:</p> <p>0.00098 × 87.4 = 0.085652 ≈ √α</p> <p>and</p> <p>(0.085652)² = 0.00733627 ≈ α.</p> <p>The paper presents six Feynman–Scretching diagrams with worked calculations for DNA absorption at 260 nm, De Ley/JDCS density closure, Compton scattering, pair-production threshold, and QED/QCD student-learning analogies. The result is a practical teaching and computational framework that does not replace QED, QCD, or ordinary Feynman diagrams, but extends their explanatory use into quantum molecular biology by showing how a photon–matter vertex can be followed into measurable DNA and molecular-observable closures.</p> |
| title | Introduction to Feynman Diagrams Using Feynman–Scretching Diagrams for DNA, Quantum Molecular Biology, and Molecular Quantum Electrodynamics |
| url | https://doi.org/10.5281/zenodo.20269064 |