AdS oscillon lifetimes show resonance peaks both in initial core size and in spacetime curvature radius, with fitted logarithmic exponents and bifurcating peaks under reflected waves.
Scaling law for membrane lifetime
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abstract
Membrane configurations in the Banks-Fischler-Shenker-Susskind matrix model are unstable due to the existence of flat directions in the potential and the decay process can be seen as a realization of chaotic scattering. In this note, we compute the lifetime of a membrane in a reduced model. The resulting lifetime exhibits scaling laws with respect to energy, coupling constant and a cut-off scale. We numerically evaluate the scaling exponents, which cannot be fixed by the dimensional analysis. Finally, some applications of the results are discussed.
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Resonances in Lifetimes of AdS Oscillon
AdS oscillon lifetimes show resonance peaks both in initial core size and in spacetime curvature radius, with fitted logarithmic exponents and bifurcating peaks under reflected waves.