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Brentanian Continua

Brentano Studien 16:229-276 (2018)

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  1. Brentano and Mathematics.Carlo Ierna - 2012 - In Ion Tănăsescu (ed.), Franz Brentano's Metaphysics and Psychology. Bucharest: Zeta books.
    Franz Brentano is not usually associated with mathematics. Generally, only Brentano’s discussion of the continuum and his critique of the mathematical accounts of it is treated in the literature. It is this detailed critique which suggests that Brentano had more than a superficial familiarity with mathematics. Indeed, considering the authors and works quoted in his lectures, Brentano appears well-informed and quite interested in the mathematical research of his time. I specifically address his lectures here as there is much less to (...)
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  • Modes and Boundaries.Roberto Poli - 2012 - In Ion Tănăsescu (ed.), Franz Brentano's Metaphysics and Psychology. Bucharest: Zeta books.
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  • Philosophy of Mathematics and Natural Science.Hermann Weyl - 1949 - Princeton, N.J.: Princeton University Press. Edited by Olaf Helmer-Hirschberg & Frank Wilczek.
    This is a book that no one but Weyl could have written--and, indeed, no one has written anything quite like it since.
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  • Parts and Places: The Structures of Spatial Representation.Roberto Casati & Achille C. Varzi - 1999 - MIT Press.
    Thinking about space is thinking about spatial things. The table is on the carpet; hence the carpet is under the table. The vase is in the box; hence the box is not in the vase. But what does it mean for an object to be somewhere? How are objects tied to the space they occupy? This book is concerned with these and other fundamental issues in the philosophy of spatial representation. Our starting point is an analysis of the interplay between (...)
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  • Boundaries, continuity, and contact.Achille C. Varzi - 1997 - Noûs 31 (1):26-58.
    There are conflicting intuitions concerning the status of a boundary separating two adjacent entities (or two parts of the same entity). The boundary cannot belong to both things, for adjacency excludes overlap; and it cannot belong to neither, for nothing lies between two adjacent things. Yet how can the dilemma be avoided without assigning the boundary to one thing or the other at random? Some philosophers regard this as a reductio of the very notion of a boundary, which should accordingly (...)
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  • Parts of Classes.David K. Lewis - 1990 - Blackwell.
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  • On Continuity: Rush Rhees on Outer and Inner Surfaces of Bodies.Christian Eric Erbacher & Tina Schirmer - 2016 - Philosophical Investigations 39 (4):3-30.
    This article presents an edited excerpt from a hitherto unknown fragmentary treatise by Rush Rhees. In the treatise, Rhees gives his account of the problem of continuity that he had started elaborating before he became acquainted with Wittgenstein. The excerpt, which contains Rhees' original distinction between outer and inner surfaces of bodies, builds on Brentano's theory of the continuum and his doctrine of plerosis. This treatment of continuity sheds light on Rhees' early philosophical development and confirms that even though he (...)
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  • On Continuity: Rush Rhees on Outer and Inner Surfaces of Bodies.Christian Erbacher & Tina Schirmer - 2017 - Philosophical Investigations 40 (1):3-30.
    This article presents an edited excerpt from a hitherto unknown fragmentary treatise by Rush Rhees. In the treatise, Rhees gives his account of the problem of continuity that he had started elaborating before he became acquainted with Wittgenstein. The excerpt, which contains Rhees' original distinction between outer and inner surfaces of bodies, builds on Brentano's theory of the continuum and his doctrine of plerosis. This treatment of continuity sheds light on Rhees' early philosophical development and confirms that even though he (...)
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  • Brentano’s Mereology.Wilhelm Baumgartner & Peter Simons - 1994 - Axiomathes 5 (1):55-76.
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  • Descriptive Psychology.Franz Brentano - 1995 - Routledge.
    Franz Brentano is a key figure in the development of Twentieth Century thought. It was his work that set Husserl on to the road of phenomenology and intentionality, that inspired Meinong's theory of the object which influenced Bertrand Russell, and the entire Polish school of philosophy. ^Descriptive Psychology presents a series of lectures given by Brentano in 1887; they were the culmination of his work, and the clearest statement of his mature thought. It was this later period which proved to (...)
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  • Parts of Classes.David K. Lewis - 1991 - Mind 100 (3):394-397.
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  • Existential Dependence and Cognate Notions.Fabrice Correia - 2005 - Philosophia Verlag.
    The purpose of the book is to clarify the notion of existential dependence and cognate notions, such as supervenience and the notion of an internal relation. I defend the view that such notions are best understood in terms of the concept of metaphysical grounding, i.e. the concept of one fact obtaining in virtue of other facts, where ‘in virtue of’ has a distinctively metaphysical meaning.
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  • Immanent Realism: An Introduction to Brentano.Liliana Albertazzi - 2006 - Kluwer Academic Publishers.
    This book guides the readers through Brentano's life and works, investigating into the inherent complexity of both his view of mental life and the related methodology.
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  • Descriptive Psychology.Franz Brentano - 1982/1995 - Routledge.
    Franz Brentano (1838-1917) is a key figure in the development of Twentieth Century thought. It was his work that set Husserl on to the road of phenomenology and intentionality, that inspired Meinong's theory of the object which influenced Bertrand Russell, and the entire Polish school of philosophy. ^Descriptive Psychology presents a series of lectures given by Brentano in 1887; they were the culmination of his work, and the clearest statement of his mature thought. It was this later period which proved (...)
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  • Boundaries: An essay in mereotopology.Barry Smith - 1997 - In Lewis H. Hahn (ed.), Philosophy of Roderick Chisholm (Library of Living Philosophers). Open Court. pp. 534--561.
    Of Chisholm’s many signal contributions to analytic metaphysics, perhaps the most important is his treatment of boundaries, a category of entity that has been neglected, to say the least, in the history of ontology. We can gain some preliminary idea of the sorts of problems which the Chisholmian ontology of boundaries is designed to solve, if we consider the following Zeno-inspired thought-experiment.
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  • Franz Brentano (1838-1917).Massimo Libardi - 1996 - In Liliana Albertazzi, Massimo Libardi & Roberto Poli (eds.), The School of Franz Brentano. Kluwer Academic Publishers.
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  • Gunk, Topology and Measure.Frank Arntzenius - 2004 - In Dean Zimmerman (ed.), Oxford Studies in Metaphysics: Volume 4. Oxford University Press.
    I argue that it may well be the case that space and time do not consist of points, indeed that they have no smallest parts. I examine two different approaches to such pointless spaces : a topological approach and a measure theoretic approach. I argue in favor of the measure theoretic approach.
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  • Continuity and the logic of perception.John L. Bell - 2000 - Transcendent Philosophy 1 (2):1-7.
    If we imagine a chess-board with alternate blue and red squares, then this is something in which the individual red and blue areas allow themselves to be distinguished from each other in juxtaposition, and something similar holds also if we imagine each of the squares divided into four smaller squares also alternating between these two colours. If, however, we were to continue with such divisions until we had exceeded the boundary of noticeability for the individual small squares which result, then (...)
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  • Brentano and Mathematics.Carlo Ierna - 2011 - Revue Roumaine de Philosophie 55 (1):149-167.
    Franz Brentano is not usually associated with mathematics. Generally, only Brentano’s discussion of the continuum and his critique of the mathematical accounts of it is treated in the literature. It is this detailed critique which suggests that Brentano had more than a superficial familiarity with mathematics. Indeed, considering the authors and works quoted in his lectures, Brentano appears well-informed and quite interested in the mathematical research of his time. I specifically address his lectures here as there is much less to (...)
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  • The Continuous and the Infinitesimal in Mathematics and Philosophy.John L. Bell - 2007 - Bulletin of Symbolic Logic 13 (3):361-363.
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