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Fluctuations of the magnetic order parameter in anisotropic magnetic superconductors are studied within a model with (a) an easy-magnetization axis, and (b) a minimum of the reciprocal susceptibility ω(→q) on a ring in the reciprocal space. Both the quartic and the sixth-order terms in the free-energy functional are included. The model is studied in d≥3 dimensions, and the phase diagram is proposed. Fluctuations in real magnetic superconductors such as ErRh₄{B}₄$ and Ho${Mo}₆S₈ are discussed.
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Golubović et al. (1984) studied this question.
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