An Iconoclastic Interpretation of Hypotheses in the Posterior Analytics.

In the Posterior Analytics, there are at least three types of first principle from which the demonstrative sciences proceed: axioms, definitions, and hypotheses. Of these, it is perhaps most difficult to pin down what Aristotle means by a hypothesis (ὑπόθεσις). Traditionally, hypotheses have been un...

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Publicado en:Apeiron Vol. 59; no. 1; pp. 59 - 90
Autor principal: Lutz, Christopher M.
Formato: Artículo
Publicado: De Gruyter Jan2026
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Acceso en línea:Ver este registro en EBSCOhost
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        atl: An Iconoclastic Interpretation of Hypotheses in the Posterior Analytics.
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        au: Lutz, Christopher M.
        affil: Philosophy, Duquesne University, Pittsburgh, USA
      su:
        Hypothesis
        Definitions
        Aristotle, 384-322 B.C.
        Ancient philosophers
        Axioms
        Philosophical literature
        Philosophy of science
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        subj:
          Hypothesis
          Definitions
          Aristotle, 384-322 B.C.
          Ancient philosophers
          Axioms
          Philosophical literature
          Philosophy of science
      keyword:
        Aristotelian logic
        Aristotelian science
        Aristotle
        demonstration
        hypotheses
        PosteriorAnalytics
      ab: In the Posterior Analytics, there are at least three types of first principle from which the demonstrative sciences proceed: axioms, definitions, and hypotheses. Of these, it is perhaps most difficult to pin down what Aristotle means by a hypothesis (ὑπόθεσις). Traditionally, hypotheses have been understood as distinct existence claims ('S exists'), yet this interpretation has significant problems, partly resulting from Aristotle's seemingly contradictory characterizations of hypotheses (characterizations written off as 'nontechnical' by traditionalists). Despite these problems, however, the traditional interpretation has persisted, as its challengers have struggled to offer a compelling alternative. This paper argues for an interpretation of hypotheses that centers on their interplay with definitions. On my view, both definitions and hypotheses are predicative propositions ('P belongs to S') serving as premises in demonstrative syllogisms. They are distinct insofar as in definitions the predicate (a definiens) inheres in the 'what it is' of the subject, whereas in hypotheses the subject inheres in the 'what it is' of the predicate (an in-virtue-of-itself accident of that subject). Together, definitions and hypotheses bring about a demonstrative conclusion that very much resembles the hypothesis. This interpretation, while admittedly iconoclastic, is more consistent than the traditional one with more of what Aristotle has to say about hypotheses throughout the Posterior Analytics.
      pubtype: Academic Journal
      doctype: Article
      src: R
    language: English
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