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- W1583669197 abstract "It is known that the N=2 Wess–Zumino supersymmetric quantum mechanical model with the superpotential V(z)=λeαz(λ ∈ C{0},α≥0) has infinitely many bosonic zero‐energy ground states and no fermionic zero‐energy ground states [A. Arai, J. Math. Phys. 30, 1164 (1989)]. In this article, these results are extended to a more general model. The main results include the following: (1) identification of the spectra of the Hamiltonian H of the model; (2) non‐Fredholmness of a supercharge of the model, which is a Dirac‐type operator; (3) existence of infinitely many bosonic zero‐energy states of H; (4) nonexistence of fermionic zero‐energy states of H." @default.
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- W1583669197 date "1993-01-01" @default.
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- W1583669197 title "Existence and structure of infinitely degenerate zero‐energy ground states of a Wess‐Zumino type model in supersymmetric quantum mechanics" @default.
- W1583669197 hasPublicationYear "1993" @default.
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