The meanfield equations for α > 1, and ∆0 < ∆c admit three lines of transitions which end at a critical point (Rc,∆c). These lines are defined by Rt(∆0), RDST (∆0), and Rm(∆0) in descending order of magnitude (Fig.1(a) in main text). The line Rt(∆0), marks the transition from a single solution, M(H = 0) = 0, for R > Rt(∆0) to multiple solutions for M(H = 0… (More)
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