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Diversity Reading List

Helping you include authors from under-represented groups in your teaching

Judgments vs Propositions in Alexander of Aphrodisias’ Conception of Logic

Posted on October 6, 2024December 3, 2024 by Viviane Fairbank

This paper stresses the importance of identifying the nature of an author’s conception of logic when using terms from modern logic in order to avoid, as far as possible, injecting our own conception of logic in the author’s texts. Sundholm (2012) points out that inferences are staged at the epistemic level and are made out of judgments, not propositions. Since it is now standard to read Aristotelian sullogismoi as inferences, I have taken Alexander of Aphrodisias’s commentaries to Aristotle’s logical treatises as a basis for arguing that the premises and conclusions should be read as judgments rather than as propositions. Under this reading, when Alexander speaks of protaseis, we should not read the modern notion of proposition, but rather what we now call judgments. The point is not just a matter of terminology, it is about the conception of logic this terminology conveys. In this regard, insisting on judgments rather than on propositions helps bring to light Alexander’s epistemic conception of logic.

Posted in Logic and Mathematics, Philosophy of the Formal, Social, and Natural SciencesTagged ancient logic, aristotelian logicLeave a comment

Stoic Syllogistic

Posted on January 11, 2019December 3, 2024 by Simon Fokt

Abstract: For the Stoics, a syllogism is a formally valid argument; the primary function of their syllogistic is to establish such formal validity. Stoic syllogistic is a system of formal logic that relies on two types of argumental rules: (i) 5 rules (the accounts of the indemonstrables) which determine whether any given argument is an indemonstrable argument, i.e. an elementary syllogism the validity of which is not in need of further demonstration; (ii) one unary and three binary argumental rules which establish the formal validity of non-indemonstrable arguments by analysing them in one or more steps into one or more indemonstrable arguments (cut type rules and antilogism). The function of these rules is to reduce given non-indemonstrable arguments to indemonstrable syllogisms. Moreover, the Stoic method of deduction differs from standard modern ones in that the direction is reversed (similar to tableau methods). The Stoic system may hence be called an argumental reductive system of deduction. In this paper, a reconstruction of this system of logic is presented, and similarities to relevance logic are pointed out.

Posted in Logic and MathematicsTagged antilogism, cut rule, relevant logic, stoic indemonstrables, stoic logic, stoic themata, syllogistic, tableau method, theories of deductionLeave a comment

Ancient Logic

Posted on January 11, 2019December 3, 2024 by Simon Fokt

Summary: A comprehensive introduction to ancient (western) logic from the 5th century BCE to the 6th century CE, with an emphasis on topics which may be of interest to contemporary logicians. Topics include pre-Aristotelian logic, Aristotelian logic, Peripatetic logic, Stoic Logic and a note on Epicureans and their views on logic.

Posted in Logic and MathematicsTagged ancient logic, aristotelian logic, stoic syllogistic, syllogisticLeave a comment

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