Divergenzfreie Feldtheorie als Distributionsproblem

Starting from field equations, asymptotic condition, Wightman functions and using a mathematically correct definition ofT-products, a general scheme is developed to yield a divergence-free formulation of quantum field theory. Propagators, BetheSalpeter amplitudes, scattering matrix elements, sum rules and equal time commutation relations are discussed.     

Einsteins Feldtheorie mit Fernparallelismus und Diracs Elektrodynamik (Unitäre Feldtheorie mit dem Vektorpotential als Bezugstetrade)

Einstein's Field Theory with Tele-Parallelism and Dirac's Classical Theory of Electrons (Unified Field Theory with the Vector-Potential as a Reference-Tetrad) The Einstein-Maxwell theory of gravitation and electro-magnetism with Dirac-gauge AⁱA_i = m²c⁴/e² of the vector-potential A_i can be written as a purely geometrical field theory. The geometry of this field theory is Einstein's “Riemannian geometry with teleparallelism” and the vectorpotential is given by the time-like component of the tetrads h which define this tele-parallelism; we have -Physically, this unified field theory implies a generalization of the Einstein-Maxwell equations by introduction of a “current without current” describing Faraday's “gravoelectrical induction” corresponding with Dirac's electronic current λA_i.     

Einheitliche Feldtheorie mit Fernparallelismus und Diracs Elektrodynamik. V (Die asymptotische Form der statischen Felder in der Einheitlichen Feldtheorie mit Fernparallelismus)

Unified Field Theory with Tele-parallelism and Dirac's Electrodynamics. V (Asymptotical Conditions for Statical Tetrads) Discussion of the asymptotical behaviour of statical tetrad fields as solutions of the generalized Einstein-Maxwell equations in the unified field theory with Einsteinian tele-parallelism. Such solutions should give stationary clouds of the classical electron-fields by Dirac.