Explores the instanton pre-factor and its interaction with electromagnetic fields, including the double well potential and nonperturbative energy splitting.
Explores the derivation and conservation of the energy momentum tensor for point particles, including the impact of electromagnetic fields and the Schwarzschild metric.
Covers the Gupta-Bleuler quantization method in Quantum Field Theory, focusing on redundancy in the electromagnetic field and the recovery of Maxwell equations.
Explores the challenges in validating computational electromagnetics, emphasizing the importance of reliability functions and techniques for verification and validation.
Covers conservation of momentum, electromagnetic fields, relativistic energy-momentum, intensity definitions, and practical examples of solar emissions.
Delves into the conditions for the uniqueness of solutions to Maxwell's equations in different media and sources, emphasizing the role of boundary conditions and material losses.
