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    Physical systems cannot have strange attractors with infi... — Carmelics
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    Home/Modality & Possibility
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    Physical systems cannot have strange attractors with infinitely intricate self-repeating structure all the way down

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    • 1.At some point the classical world gives way to the quantum world
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    • 2.In the quantum world, the state space changes so drastically that a strange attractor cannot exist
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    At some point the classical world gives way to the quantum worldIn the quantum world, the state space changes so drastically that a strange attr...

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    Physical systems lack the infinitely intricate structure of a strange ...85%Chaos explanations rely crucially on the infinitely intricate structur...80%The presence of a strange attractor in state space is only a mark of c...79%The presence of a strange attractor in a model's state space does not ...77%

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    A different reason, though, to suspect that physical systems cannot have such self-repeating structures “all the way down” is that at some point the classical world gives way to the quantum world, where things change so drastically that there cannot be a strange attractor because the state space changes. Hence, we are applying a model carrying a tremendous amount of excess, fictitious structure to understand features of physical systems. This looks like a problem because one of the key structure
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