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**JOURNAL OF NEW ENERGY**

**Volume 4, Number 3**

Winter 1999

ISSN 1086-8259

Higher Symmetry Electromagnetics: A Collection of AIAS Papers

This issue of the Journal of New Energy may become a collector's item. The fifty papers (plus the reprint of two papers by E.T. Whittaker) represent a dramatic development in electrodynamics. These papers present the development of the New Maxwell Electrodynamic Equations and their application to many of the previously unresolved problems of electrodynamics.

Emerging Energy Mutual Fund, Inc. (EEMF)* is pleased to publish this special issue of the Journal of New Energy. This issue is devoted to publishing fifty papers authored by 15 members of the Alpha Foundation's Institute for Advanced Study (AIAS). The authors and the address of AIAS are listed on page 6.

The AIAS authors make no claim as to the perfection of this new model of electrodynamics. There will be other developments. Technically-qualified readers of these papers are encouraged to provide honest, critical review of these papers. Substantial corrections or expansions will be shared with the AIAS group and can be published with their comments in later issues of the JNE.

In every group there are the leaders. In this AIAS group, Dr. Myron W. Evans is the leader. Most of these papers were originally conceived and drafted by Dr. Evans. This recognition does not undermine the tremendous support provided by other members of AIAS. Special thanks is also given to those who funded the work of the AIAS.

This editor acknowledges the tremendous effort provided by Alain Beaulieu who has donated many hours to entering, checking, and editing this large volume of highly technical papers. Equally, we wish to thank Dineh Torres for her many hours of effort to produce this volume.

* Note: EEMF has purchased all rights to the JNE from its previous publishers. Hal Fox remains as editor.

Respectfully, Hal Fox, Editor

**JOURNAL OF NEW ENERGY
Volume 4, Number 3, Winter 1999**

Higher Symmetry Electromagnetics: A Collection of AIAS Papers

Contents:

Page, Title 6 List of Authors & Acknowledgments 7 Foreword T. E. Bearden 11 Preface M..W. Evans The Original Whittaker papers 18 On the partial differential equations of mathematical physics 40 On an Expression of the Electromagnetic Field Due to Electrons by Means of Two Scalar Potential Functions The Modern Whittaker papers 45 On Whittaker's Representation of the Electromagnetic Field in Terms of Two Scalar Potentials, Part I 59 On Whittaker's Representation of the Classical Electromagnetic Field in Vacuo, Part II: Potentials Without Fields 68 On Whittaker's F and G Fluxes, Part III: The Existence of Physical Longitudinal and Time-Like Photons 72 On Whittaker's Analysis of the Electromagnetic Entity: Part IV: Longitudinal Magnetic Flux and Time-Like Potential Without Vector Potential and Without Electric and Magnetic Fields 76 On Whittaker's Representation of the Electromagnetic Entity in Vacuo, Part V: The Production of Transverse Fields and Energy by Scalar Interferometry 79 On Extending Whittaker's Theory, Part VI: Photons Without Fields and Vector Potentials 82 Representation of the Vacuum Electromagnetic Field in Terms of Longitudinal and Time-Like Potentials: Canonical Quantization 89 Formal Proof of the Gauge Invariance of G, F, A and í 92 An Experimental Test of the Existence of Whittaker's g and f Fluxes in the Vacuum 96 Double Dipole Antenna Solution Electrodynamics 97 Electrodynamics as a Non-Abelian Gauge Field Theory 107 Non-Abelian Gauge Field Theory Applied to Electrodynamics 117 Non-Abelian Field Theory Applied to Electrodynamics: Development of the Field Equations 130 Empirical Evidence for Non-Abelian Electrodynamics and Theoretical Development 142 Interpretation of the Fundamental Equations of O(3) Electrodynamics 149 A General Theory of Non-Abelian Electrodynamics 159 On the Nature of the B(3) Field 167 On the Non-Existence of the Field E(3) 171 Beltrami Vector Fields in Non-Abelian Electrodynamics 178 Derivation of the Lehnert Field Equations from Gauge Theory in the Vacuum: Space Charge and Current 183 On the Interpretation of the charge e in Non-Abelian Electrodynamics: Conservation of Causality 187 Classical Electrodynamics Without the Lorentz Condition: Extracting Energy from the Vacuum 195 Runaway Solutions of the Lehnert Equations: The Possibility of Extracting Energy from the Vacuum Additional Interferometry papers 199 Non-Abelian Electrodynamics and Michelson Interferometry 202 Topological Explanation of the Sagnac and Michelson Effects 206 Calculation of the Sagnac Effect in Matter Waves Using an O(3) Vacuum Topology 210 Observation of the One Photon Evans-Vigier Field in the Topological Phase 216 One-Photon Sagnac Effect: Correspondence to O(3) Electrodynamics Lorentz Invariance 223 Lorentz Transform of Inhomogeneous O(3) Equation 224 Lorentz Invariance of the d'Alembert Equation in Vacuo 225 Lorentz Invariance of U(1) Refutation 226 Non-Abelian Electrodynamics and the Inverse Faraday Effect 231 Inconsistencies of the U(1) Theory of Electrodynamics: The Compton Effect 236 Inconsistencies of the Maxwell-Heaviside Theory of Electrodynamics: The Aharonov-Bohm Effect 241 An Explanation of Snell's Law Using Non-Abelian Electrodynamics 244 Reciprocal Frequency Noise Explained by Higher Symmetry Electrodynamics Fermion Resonance 247 Ultra High Frequency Fermion Resonance Induced by Circularly Polarized Radiation: The Resonance Inverse Faraday Effect 263 Fermion Resonance Induced by Circularly Polarized Microwave Radiation Without Permanent Magnetic Field 269 Ultra High Resolution Fermion Resonance and Magnetic Resonance Imaging 272 Existence of Radiatively Induced Fermion Resonance (RFR) from the Stokes Parameters 276 Photon Mass and Phase Shift Experiment Electroweak Theory 283 SU(2) SU(2) Electroweak Theory I: The B(3) Field on the Physical Vacuum 290 SU(2) SU(2) Electroweak Theory II: Chiral and Vector Fields on the Physical Vacuum 297 Non-Abelian SU(2) SU(2) Electroweak Theory in LEP1 Data on Z Particle Production Appendices 299 Appendix One: Symmetry Applied to the Maxwell-Heaviside Field Equations 302 Appendix Two: Breakdown of the Condition for No Field (Single Beam) 307 Appendix Three: The O(3) Equations of Motion and Plane Wave Approximations 310 Appendix Four: A Brief History of the Development of the B(3) Theory: The Debate Papers Notes 313 The Meaning of Barrett's Notation 315 Some Notes on Differential Geometry 320 Some Notes on the Invariance of B Cyclics 322 Some Notes on the Solenoidal Beltrami Equations 325 Some Notes on "Asymmetric Regauging" 327 The Sagnac Effect 330 Notes on the Sagnac Effect 334 A Simple Refutation of the Maxwell-Heaviside Theory: Normal Reflection 335 Equivalence of Reflection and Parity Inversion

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