Supersymmetric Quasipotential Equations. Supersymmetric Generalization of the Todorov-Type Equations

摘要

A supersymmetric extension of the Todorov-type quasipotential equations is considered. Applying to the two-particle Bethe-Salpeter amplitude the supersymmetric Markov-Yukawa condition, the corresponding constraints are found which give the transition to the one-time wave function. The corresponding supersymmetric three-dimensional equations are written down. The Born terms of the quasipotential in the case of a self-interacting chiral superfield as well as of interaction with one massless chiral superfield are given. (Atomindex citation 15:010831)