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    Local finite-time dynamics for each system may not yield ... — Carmelics
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    Supports→Nonlinear classical mechanics systems can constrain the amplification of quantum effects, and these constraints must be evaluated on a case-by-case basis.

    Local finite-time dynamics for each system may not yield any on-average growth in uncertainties.

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    Damping due to friction can limit how quickly quantum effects are amplified befo...Nonlinear classical mechanics systems can constrain the amplification of quantum...

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    Moreover, the possible constraints of nonlinear classical mechanics systems on the amplification of quantum effects must be considered on a case-by-case basis. For instance, damping due to friction can place constraints on how quickly amplification of quantum effects can take place before they are completely washed out (Bishop 2008). And one has to investigate the local finite-time dynamics for each system because these may not yield any on-average growth in uncertainties (e.g., Smith, Ziehmann,

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