Works by Martinich, Aloysius P. (exact spelling)

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  1. Political Theory and Linguistic Criteria in Han Feizi’s Philosophy.Aloysius P. Martinich - 2014 - Dao: A Journal of Comparative Philosophy 13 (3):379-393.
    Han Feizi’s 韓非子 thought, I argue, contains a political theory that justifies principled, law-governed government. A key element of his theory is a solution to the problem of rectifying names. He recognized that the same word can have varying criteria of application depending on the purpose of the practice that requires a criterion. Some criteria for a practice are good and some bad. A wise ruler knows which criteria are good and appropriate to ruling. His view is illuminated by considering (...)
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    Austin, Strawson and the Correspondence Theory of Language.Aloysius P. Martinich - 1977 - Critica 9 (26):39-64.
    Es una opinion muy extendida la de mantener que la "teoria representativa del lenguaje ("picture theory of language"; "trl" en adelante), cuya presentacion mas fuerte la hizo wittgenstein en el "tractatus logico-philosophicus", no sobrevivio al ataque que el mismo le hizo en sus "investigaciones filosoficas" y al que le hicieron los filosofos del "lenguaje ordinario" de oxford. en este ensayo sostengo que la "trl" sobrevive, de hecho, en oxford, mostrando que tanto j l austin como p f strawson aceptan la (...)
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    Russell, Frege and the Puzzle of Denoting.Aloysius P. Martinich - 1975 - International Studies in Philosophy 7:145-154.
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    Russell, Frege and the Puzzle of Denoting.Aloysius P. Martinich - 1975 - International Studies in Philosophy 7:145-154.
    Russell said that the measure of a theory is its ability to solve puzzles. i show that frege's theory of sense and denotation is the equal of russell's theory of definite descriptions for solving the latter's three puzzles of denoting. i then show that their theories have some important features in common, which are key to solving two of the puzzles. the most important of these features is that each theory denies that the meaning of a description is its denotation.
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