For wedge-tilted (1+1)D SOS curves, the non-separated lower curves converge to a Brownian GATE with cube-root fluctuations while the separated upper curves converge to independent Brownian bridges at explicit critical points.
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The law of (1+1)D SOS with an area tilt in a wedge
For wedge-tilted (1+1)D SOS curves, the non-separated lower curves converge to a Brownian GATE with cube-root fluctuations while the separated upper curves converge to independent Brownian bridges at explicit critical points.