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Brendan Larvor

University of Hertfordshire
  •  Home
  •  Publications
    72
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  •  Events
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 More details
  • University of Hertfordshire
    Department of Philosophy
    Reader
University of Oxford
Faculty of Philosophy
DPhil, 1994
Homepage
Areas of Specialization
Philosophy of Mathematics
Areas of Interest
Logic and Philosophy of Logic
Philosophy of Mathematics
  • All publications (72)
  •  89
    Book reviews (review)
    with Peter Lipton, Hans Oberdiek, and Paul Abela
    International Studies in the Philosophy of Science 7 (2): 191-207. 1993.
    The Chances of Explanation: Causal Explanation in the Social, Medical, and Physical Sciences Paul Humphreys, 1989 Princeton University Press x+170 pp., £12.95 (paperback) ISBN 0 691 020286 8; £25.00 (hardback) ISBN 0 69107353 8In Search of a Better World: Lectures and Essays from Thirty Years Karl Popper London, Routledge £25.00 (hardback)Artificial Morality: Virtuous Robots for Virtual Games Peter Danielson, 1992 London, Routledge £35.00 (hardback) ISBN 0 415 034841; £10.99 (paperback) ISBN 0 4…Read more
    The Chances of Explanation: Causal Explanation in the Social, Medical, and Physical Sciences Paul Humphreys, 1989 Princeton University Press x+170 pp., £12.95 (paperback) ISBN 0 691 020286 8; £25.00 (hardback) ISBN 0 69107353 8In Search of a Better World: Lectures and Essays from Thirty Years Karl Popper London, Routledge £25.00 (hardback)Artificial Morality: Virtuous Robots for Virtual Games Peter Danielson, 1992 London, Routledge £35.00 (hardback) ISBN 0 415 034841; £10.99 (paperback) ISBN 0 415 07691 9A System of Pragmatic Idealism Nicholas Rescher, 1992 Princeton, Princeton University Press 335pp., $37.50 (hardback)
    Science, Logic, and Mathematics
  •  1131
    Tales of wonder: Ian Hacking: Why is there philosophy of mathematics at all? Cambridge University Press, 2014, 304pp, $80 HB
    Metascience 24 (3): 471-478. 2015.
    Why is there Philosophy of Mathematics at all? Ian Hacking. in Metascience (2015)
    Philosophy of Mathematics, MiscMathematical Practice
  •  103
    Paolo Mancosu, ed. The Philosophy of Mathematical Practice. Oxford: Oxford University Press, 2008. ISBN 978-0-19-929645-3. Pp. xi + 447: Critical Studies/Book Reviews (review)
    Philosophia Mathematica 18 (3): 350-360. 2010.
    (No abstract is available for this citation)
  •  138
    Lakatos's Mathematical Hegelianism
    The Owl of Minerva 31 (1): 23-44. 1999.
    Imre LakatosHegel: Metaphysics, Misc
  •  42
    Economics and Rationality
    Philosophy Now 15 13-16. 1996.
  •  307
    What is dialectical philosophy of mathematics?
    Philosophia Mathematica 9 (2): 212-229. 2001.
    The late Imre Lakatos once hoped to found a school of dialectical philosophy of mathematics. The aim of this paper is to ask what that might possibly mean. But Lakatos's philosophy has serious shortcomings. The paper elaborates a conception of dialectical philosophy of mathematics that repairs these defects and considers the work of three philosophers who in some measure fit the description: Yehuda Rav, Mary Leng and David Corfield.
    Imre LakatosPhilosophy of Mathematics, MiscMathematical Practice
  •  989
    Two Cultures
    Cogito 12 (1): 13-16. 1998.
    The schism between analytic and continental philosophy resists repair because it is not confined to philosophers. It is a local manifestation of a far more profound and pervasive division. In 1959 C.P. Snow lamented the partition of intellectual life in to `two cultures': that of the scientist and that of the literary intellectual. If we follow the practice of most universities and bundle historical and literary studies together in the faculty of humanities on the one hand, and count pure mathem…Read more
    The schism between analytic and continental philosophy resists repair because it is not confined to philosophers. It is a local manifestation of a far more profound and pervasive division. In 1959 C.P. Snow lamented the partition of intellectual life in to `two cultures': that of the scientist and that of the literary intellectual. If we follow the practice of most universities and bundle historical and literary studies together in the faculty of humanities on the one hand, and count pure mathematics among the sciences on the other, then it is fair to say that the mutual ignorance and occasional hostility between scientists and humanists decried by Snow is still with us. And it runs through the middle of philosophy. Philosophy aspires to say something about everything, so it is unsurprising that philosophers have reproduced in miniature the division between the arts and the sciences. What is worrying is that we have failed to overcome it.
    Philosophical TraditionsEuropean PhilosophyContinental Philosophy, Miscellaneous
  •  209
    Moral particularism and scientific practice
    Metaphilosophy 39 (4-5): 492-507. 2008.
    Abstract: Particularism is usually understood as a position in moral philosophy. In fact, it is a view about all reasons, not only moral reasons. Here, I show that particularism is a familiar and controversial position in the philosophy of science and mathematics. I then argue for particularism with respect to scientific and mathematical reasoning. This has a bearing on moral particularism, because if particularism about moral reasons is true, then particularism must be true with respect to reas…Read more
    Abstract: Particularism is usually understood as a position in moral philosophy. In fact, it is a view about all reasons, not only moral reasons. Here, I show that particularism is a familiar and controversial position in the philosophy of science and mathematics. I then argue for particularism with respect to scientific and mathematical reasoning. This has a bearing on moral particularism, because if particularism about moral reasons is true, then particularism must be true with respect to reasons of any sort, including mathematical and scientific reasons.
    Scientific Practice, MiscMoral Particularism
  •  254
    Imre Lakatos and Paul Feyerabend for and against method: Including Lakatos's lectures on scientific method and the Lakatos–Feyerabend correspondence (review)
    British Journal for the Philosophy of Science 51 (4): 919-922. 2000.
    Imre LakatosPaul FeyerabendScientific Metamethodology
  •  67
    After Popper, Kuhn and Feyerabend: Recent Issues in Theories of Scientific Method
    Metascience 100-104. 2002.
    Paul Feyerabend
  • Proceedings of the Symposium on Mathematical Practice and Cognition Ii: A Symposium at the Aisb/Iacap World Congress 2012 (edited book)
    with Alison Pease
    Society for the Study of Artificial Intelligence and the Simulation of Behaviour. 2012.
    Mathematical Practice
  • The Philosophy of Mathematics of Imre Lakatos
    Dissertation, Oxford University. 1995.
    DPhil dissertation, University of Oxford.
    Imre LakatosPhilosophy of Mathematics, Miscellaneous
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