Born winner/silver spoon regime conjecture for the multiplicative coalescent
Let (x(n))n⩾1(\boldsymbol{x}^{\scriptscriptstyle(n)})_{n\geqslant 1}(x(n))n⩾1 satisfy Condition IIτ\tauτ for some τ∈(3,4)\tau\in(3,4)τ∈(3,4), and let MnM_nMn be as in the leader theorem. Write Wn\mathcal{W}_nWn f…