Power-law interactions with exponent α between d and d+1 produce critical droplets whose size diverges as h^{-1/(α-d)}, making the metastable phase effectively stable for α below a threshold α_c.
Binder, Theory of first-order phase transitions, Reports on progress in physics50, 783 (1987)
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Apparent bistability from weak long-range interactions
Power-law interactions with exponent α between d and d+1 produce critical droplets whose size diverges as h^{-1/(α-d)}, making the metastable phase effectively stable for α below a threshold α_c.