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- T. Bruce Birch (1936). The Theory of Continuity of William of Ockham. Philosophy of Science 3 (4):494-505.
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It is well-known that Chatton is among the earliest and most vehement critics of Ockham’s theory of judgment, but scholars have overlooked the role Chatton’s criticisms play in shaping Ockham’s final account. In this paper, I demonstrate that Ockham’s most mature treatment of judgment not only contains revisions that resolve the problems Chatton identifies in his earlier theories, but also that these revisions ultimately bring his final account of the objects of judgment surprisingly close to Chatton’s own. Even so, I argue that, at the end of the day, there remain significant differences between their respective analyses of the structure and intentionality of judicative states.
The article describes the evolution of Ockham's theory of mental language and its impact on three of his dominican contemporaries at oxford: Hugh Lawton, William Crathorn and Robert Holcot, and its impact at Paris on the works of Gregory of Rimini and Pierre d'Ailly. Hugh Lawton's critical response to Ockham relied on a liar-like paradox to show that mental language would preclude the ability to lie. Crathorn devised an alternative to Ockham's theory in reaction, whereas Holcot defended Ockham's views. At Paris, the debate suggested a solution to the liar paradox to Gregory of Rimini.
It is well known that Francis of Marchia and William of Ockham joined Michael of Cesena's rebellion against the pope, together escaping from Avignon and signing documents supporting Cesena's defence of Franciscan poverty. The relationship between the works of the two thinkers, on the other hand, is the subject of ongoing investigation. After discussing Francis' rejection in his Commentary on the Sentences of Ockham's theory of quantity, this paper shows how Francis' Improbatio became a source for Ockham's Opus Nonaginta Dierum. Building on Offler's ground-breaking critical edition of the latter work, it is argued that Ockham made extensive use of Francis' Improbatio, even though on several points he felt it necessary to reformulate the arguments of his confrère or even to substantially modify his positions. The two Franciscan theologians differed deeply both in their basic philosophical commitments and in their methodological attitude. These differences emerged even when they were—so to speak—fighting on the same front.
In this paper I examine William Ockham’s theory of judgment and, in particular, his account of the nature and ontological status of its objects. Commentators, both past and present, habitually interpret Ockham as defending a kind of anti-realism about objects of judgment. My aim in this paper is two-fold. The first is to show that the traditional interpretation rests on a failure to appreciate the ways in which Ockham’s theory of judgment changes over the course of his career. The second, and larger, aim is to show that careful attention to these changes in Ockham’s account (and to the motivations for them) sheds new light on broader developments in his philosophy of mind—specifically, on his views about the nature of concepts and on his account of the nature and structure of intentionality itself.
From Guillelmi de Ockham, Summa logicae, Philotheus Boehner, Gedeon Gál and Stephanus Brown, ed., (“Guillelmi de Ockham Opera philosophica et theologica,” OPh I; St. Bonaventure, N.Y.: The Franciscan Institute, 1974), pp. 744–.
Against the background of changing assessments of Nominalism and its meanings before Ockham, this book examines the reception of Ockham's thought at Oxford and ...
The best way of becoming acquainted with William of Ockham and his Dialogue would be to read A.S. McGrade's "Introduction", "Principal Dates in Ockham's Life", and "Suggestions for Further Reading" in..
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influential philosopher of the fourteenth century and one of the most ...
Philosophy of science, statistics, and machine learning all recommend the selection of simple theories or models on the basis of empirical data, where simplicity has something to do with minimizing independent entities, principles, causes, or equational coefficients. This intuitive preference for simplicity is called Ockham's razor, after the fourteenth century theologian and logician William of Ockham. But in spite of its intuitive appeal, how could Ockham's razor help one find the true theory? For, in an updated version of Plato's Meno paradox, if we already know that the truth is simple, we don't need Ockham's help. And if we don't already know that the truth is simple, what entitles us to assume that it is?
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