Existence of infinitely many zero-energy states in a model of supersymmetric quantum mechanics
Existence of infinitely many zero-energy states in a model of supersymmetric quantum mechanics
The general framework of the N=2 WessāZumino holomorphic supersymmetric quantum mechanics with polynomial superpotentials is extended to the case of nonpolynomial superpotentials V(z) (zāC) in a mathematically rigorous way. It is also proved that there exist no fermionic zero-energy states. Under some conditions for V, the operator domain of the ā¦