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    IST's binary classification (standard/nonstandard) cannot... — Carmelics
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    Supports→Hrbacek's critique demonstrates that IST's axiomatic constraints force every set to be either fully standard or non-standard in ways that conflict with classical analysis's continuity assumptions.

    IST's binary classification (standard/nonstandard) cannot capture the gradational continuity that classical analysis requires for limits and differentiability.

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    Hrbacek's critique demonstrates that IST's axiomatic constraints force every set...

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