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This is in contrast with the θ=1 golden-mean case, where a single Kc and a continuous transition occurs. This difference is simply due to the specific numerical values of the tricritical point K and of the crossing with the Fext =0 axis: the case r+ = (1+ π14) 2 at hand has K > Kc, while the golden-mean θ=1 case of Ref. has K < Kc.
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This is in contrast with the θ=1 golden-mean case, where a single Kc and a continuous transition occurs. This difference is simply due to the specific numerical values of the tricritical point K and of the crossing with the Fext =0 axis: the case r+ = (1+ π14) 2 at hand has K > Kc, while the golden-mean θ=1 case of Ref. has K < Kc.
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