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It is not the case that If human cognitive limits prevent us from detecting further reducibility, we cannot distinguish genuine relative primitives from merely unanalyzed concepts.
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Reasons For
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Reason for
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1.
Some properties (qualia, mathematical truths) resist reduction despite centuries of effort, suggesting limits aren't always the obstacle.
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2.
We can distinguish genuine primitives from unanalyzed concepts through explanatory power and coherence, independent of detecting further reduction.
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3.
The argument's skepticism is self-undermining: if we can't trust our cognitive access to primitives, we can't trust this argument itself.
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Reasons Against
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Reason against
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1.
Our cognitive architecture evolved for survival, not metaphysical discovery, so we likely lack faculties to detect all levels of reduction.
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2.
History shows concepts deemed primitive (phlogiston, absolute space) were later reduced, suggesting current primitives may share similar status.
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3.
Without independent access to reality's structure, we cannot verify whether stopping analysis reflects nature or merely our limits.
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