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| -rw-r--r-- | stokes.tex | 11 |
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@@ -39,17 +39,6 @@ beyond a threshold and are locally protected from Stokes points, whereas those of ``many step replica-symmetry broken'' lie at the threshold and Stokes points immediately proliferate. - -% Contrary to the real case, the index of saddles is not itself -% relevant, as it is always half the total dimension. The relevant topological -% objects here are Stokes trajectories, gradient lines joining two saddles, where -% Lefschetz thimbles merge. The well-studied `threshold level', separating -% regions with minima from regions with saddles in the real case, here separates -% regions where Stokes lines are rare, from region where they proliferate. -% Likewise, when a real landscape is prolonged to complex variables, the -% distinction between "one step replica-symmetry breaking" and "many step replica -% symmetry breaking" is that in the former case the saddles are at first free of -% Stokes lines, while in the latter these immediately proliferate. \end{abstract} \maketitle |