For toric plurisubharmonic functions in dimension 2, the cluster points of jumping numbers are exactly the positive integer multiples of 1/x0 and 1/y0, determined by the asymptotes of the Newton convex body.
Demailly, Monge-Amp`ere operators, Lelong numbers and intersection theory, Complex analysis and geometry
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Jumping numbers of analytic multiplier ideals (with an appendix by S\'ebastien Boucksom)
For toric plurisubharmonic functions in dimension 2, the cluster points of jumping numbers are exactly the positive integer multiples of 1/x0 and 1/y0, determined by the asymptotes of the Newton convex body.