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We study the Schwinger bosons SU (M) generalization of the spin-S (S) quantum Heisenberg magnet with infinite-range, Gaussian-random exchange interactions. The spin-glass transition was accessed in the spherical limit M= with fixed. The model is solved exactly in the spin-glass phase wthin the Parisi ansatz with a single step of the replica symmetry breaking. The physical consequences of this quantum spin-glass transition scenario are discussed.
T. K. Kopeć (Sun,) studied this question.