Self Field Theory (SFT) is an analytic solution to Maxwell's equations recently discovered by Dr Tony Fleming who has 30 years professional research in electromagnetics, antennas, communications, bioelectromagnetics, bioeffects, bioelectromagnetic medicine and numerical methods. Dr Fleming is a member of the Bioelectromagnetics Society (BEMS) with a Ph.D. (Monash) in computational bioelectromagnetics. This site aims to educate the reader in the wide spectrum of applications to SFT; it is a 'work in progress' that has recently been successfully peer-reviewed (see upcoming Physics Essays publication Sep 2005). It is hoped students and researchers will benefit from this new line of mathematical physics as well as the many comparisons and links to a rapidly changing mainstream opinion. Now there are two lines of theoretical analysis for scientists to use. Comparing quantum field theory (QFT) to SFT the reader should think in terms of a 'stereoscopic' vision. Both SFT and QFT are valid, producing similar but essentially different perspectives of the one physics. An analogy to SFT and QFT lies in the numerical techniques known as the finite element method (FEM) and finite difference method (FDM). FEM like QFT uses Lagrangians involving integrations, FDM like SFT uses partial differential equations directly to solve systems of equations that are numerically and analytically much simpler. SFT is a basis for a unification across physics.![]()


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