Abstract

The scaling behavior of the width of the distribution of couplings (σ) in vector spin glasses with a bimodal bond distribution is investigated using the real-space Migdal-Kadanoff renormalization-group method. Two-dimensional systems show an exponential decay of a with length scale and a degenerate ground state if the rescaling parameter b is even. However, three-dimensional systems show a power-law decay of σ for any b

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