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    Standard methods of proof — conversion, ecthesis, and red... — Carmelics
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    Supports→All non-perfect syllogistic forms can be proven productive by reduction to self-evidently productive forms

    Standard methods of proof — conversion, ecthesis, and reductio ad absurdum — can transform non-perfect forms into equivalent productive forms

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    All non-perfect syllogistic forms can be proven productive by reduction to self-...Certain argument forms are self-evidently productive (bayyina) or perfect (kāmil...

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    All non-perfect syllogistic forms can be proven productive by reductio...77%By reductio ad absurdum, anything that entails a contradiction is fals...75%There are no transformation techniques that can turn a nonseparable Ha...73%By Purity-F, no form can have contrary properties73%

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    SEP: ibn-sina-logic
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    The entire edifice of Avicenna’s connective syllogistic rests on the assumption that certain argument forms are self-evidently productive (bayyina, bayyina bi-anfusihā, bayyinat al-intāğ) or perfect (kāmila) and that all other forms can be reduced (ruğūʿ) to them by standard methods of proof. The latter include (i) proofs based on conversion (ʿaks) (alongside other kinds of transformation of premises or conclusions into logically equivalent premises or conclusions, in the case of hypothetical sy

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