3 citations · 5 across the 6 of their papers we have counts for
6 papers
Exact QED Path Integration of the Maxwell Action, with Gravitational Curvature and Boundary Terms, Using Pontryagin Duality
Jay R. Yablon
We demonstrate how to explicitly calculate the QED path integral and associated Green functions, exactly, in curved spacetime, with retention of the boundary terms, to infinite ord…
Ward-Takahashi Identities, Magnetic Anomalies, and the Anticommutation Properties of the Fermion-Boson Vertex
Jay R. Yablon
It is well-known that following summing Feynman graphs, the fermion-boson coupling vertex is modified according to gamma^u-->Gamma^u=gamma^u+Delta^u, with Delta^u representing non-…
General Relativity, Maxwell's Electrodynamics, and the Foundations of the Quantum Theory of Gravitation and Matter
Jay R. Yablon
The formalism of electric - magnetic duality, first pioneered by Reinich and Wheeler, extends General Relativity to encompass non-Abelian fields. Several energy Tensors T^uv with n…
Magnetic Monopoles, Chiral Symmetries, and the NuTeV Anomaly
Jay R. Yablon
The long-sought "magnetic monopole" appears to be -- not a fermion distinct from the electrons and quarks -- but a charge carried by the known electrons and the quarks themselves.…
Magnetic Monopoles and Duality Symmetry Breaking in Maxwell's Electrodynamics
Jay R. Yablon
It is shown how to break the symmetry of a Lagrangian with duality symmetry between electric and magnetic monopoles, so that at low energy, electric monopole interactions continue…
On the Dynamical Origins of QCD Confinement
Andrej E. Inopin, Jay R. Yablon
This paper has been withdrawn.