Quenched amplification arises generically in linear regime-switching networks with Volterra memory, producing power-law burst tails whose exponent depends on dwell-time rates and lifted-operator growth, with a dynamic intervention to truncate tail risk.
Random difference equations and renewal theory for products of random matrices.Acta Mathematica, 131:207–248
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Quenched Amplification and Tail Shaping in Networked Systems with Memory and Regime Switching
Quenched amplification arises generically in linear regime-switching networks with Volterra memory, producing power-law burst tails whose exponent depends on dwell-time rates and lifted-operator growth, with a dynamic intervention to truncate tail risk.