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We study the SUSY-breaking complexity of the Bethe Lattice Spin-Glass in thezero temperature limit. We consider both the Gaussian and the bimodaldistribution of the coupling constants. For $J_{ij}=\pm 1$ the SUSY breakingtheory yields fields distributions that concentrate on integer values at lowtemperatures, at variance with the unbroken SUSY theory. This concentrationtakes place both in the quenched as well as in the simpler annealedformulation.Comment: 4 pages, 2 figure

Zero-temperature limit of the supersymmetry-breaking complexity in dilute spin-glass models