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  1. Helen Hodges, Wilfrid Hodges & Johan van Benthem (forthcoming). Logic and Psychology', Guest Issue Of. Topoi.
     
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  2. Wilfrid Hodges (forthcoming). Tarski's Truth Definitions. Stanford Encyclopedia of Philosophy.
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  3. Wilfrid Hodges (2014). Compositionality is Not the Problem. Logic and Logical Philosophy 6:7.
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  4. Wilfrid Hodges & Stephen Read (2010). Western Logic. Journal of the Indian Council for Philosophical Research 27 (1):13-45.
    The editors invited us to write a short paper that draws together the main themes of logic in the Western tradition from the Classical Greeks to the modern period. To make it short we had to make it personal. We set out the themes that seemed to us either the deepest, or the most likely to be helpful for an Indian reader.
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  5. Jouko Väänänen & Wilfrid Hodges (2010). Dependence of Variables Construed as an Atomic Formula. Annals of Pure and Applied Logic 161 (6):817-828.
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  6. Wilfrid Hodges (2009). Set Theory, Model Theory, and Computability Theory. In Leila Haaparanta (ed.), The Development of Modern Logic. Oxford University Press. 471.
  7. Wilfrid Hodges (2009). Traditional Logic, Modern Logic and Natural Language. Journal of Philosophical Logic 38 (6):589 - 606.
    In a recent paper Johan van Benthem reviews earlier work done by himself and colleagues on ‘natural logic’. His paper makes a number of challenging comments on the relationships between traditional logic, modern logic and natural logic. I respond to his challenge, by drawing what I think are the most significant lines dividing traditional logic from modern. The leading difference is in the way logic is expected to be used for checking arguments. For traditionals the checking is local, i.e. separately (...)
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  8. Wilfrid Hodges & Anatoly Yakovlev (2009). Relative Categoricity in Abelian Groups II. Annals of Pure and Applied Logic 158 (3):203-231.
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  9. Wilfrid Hodges, First-Order Model Theory. Stanford Encyclopedia of Philosophy.
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  10. Wilfrid Hodges, Logic and Games. Stanford Encyclopedia of Philosophy.
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  11. Wilfrid Hodges, Model Theory. Stanford Encyclopedia of Philosophy.
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  12. Wilfrid Hodges (2008). Main Trends in Mathematical Logic After the 1930s : Set Theory, Model Theory, and Computability Theory. In Leila Haaparanta (ed.), The Development of Modern Logic. Oxford University Press.
  13. Wilfrid Hodges (2008). Tarski's Theory of Definition. In Douglas Patterson (ed.), New Essays on Tarski and Philosophy. Oxford University Press. 94.
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  14. Johan van Benthem, Helen Hodges & Wilfrid Hodges (2007). Introduction. Topoi 26 (1):1-2.
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  15. Wilfrid Hodges (2004). What Languages Have Tarski Truth Definitions? Annals of Pure and Applied Logic 126 (1-3):93-113.
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  16. Peter Cameron & Wilfrid Hodges (2001). Some Combinatorics of Imperfect Information. Journal of Symbolic Logic 66 (2):673-684.
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  17. Wilfrid Hodges (2001). Classical Logic I: First Order Logic. In Lou Goble (ed.), The Blackwell Guide to Philosophical Logic. Blackwell Publishers.
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  18. Wilfrid Hodges (2001). Dialogue Foundations: A Sceptical Look: Wilfrid Hodges. Aristotelian Society Supplementary Volume 75 (1):17–32.
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  19. Wilfrid Hodges (2001). Formal Features of Compositionality. Journal of Logic, Language and Information 10 (1):7-28.
    We consider two formalisations of the notion of a compositionalsemantics for a language, and find some equivalent statements in termsof substitutions. We prove a theorem stating necessary and sufficientconditions for the existence of a canonical compositional semanticsextending a given partial semantics, after discussing what features onewould want such an extension to have. The theorem involves someassumptions about semantical categories in the spirit of Husserl andTarski.
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  20. Wilfrid Hodges & Erik C. W. Krabbe (2001). Dialogue Foundations. Aristotelian Society Supplementary Volume 75:17 - 49.
    [Wilfrid Hodges] During the last forty or so years it has become popular to offer explanations of logical notions in terms of games. There is no doubt that many people find games helpful for understanding various logical phenomena. But we ask whether anything is really 'explained' by these accounts, and we analyse Paul Lorenzen's dialogue foundations for constructive logic as an example. The conclusion is that the value of games lies in their ability to provide helpful metaphors and representations, rather (...)
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  21. Wilfrid Hodges (1998). An Editor Recalls Some Hopeless Papers. Bulletin of Symbolic Logic 4 (1):1-16.
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  22. Wilfrid Hodges (1998). Them Just the Authors—Seem to Have Read Cantor's Argument in a Variety of Places. In My Records Only One Author Refers Directly to Cantor's Own Argument [7]. One Quotes Russell's 'Principles of Mathematics'[20] Later. [REVIEW] Bulletin of Symbolic Logic 4 (1):1-16.
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  23. Wilfrid Hodges (1998). X2. Cantor's Proof. The Authors of These Papers—Henceforth Let Me Call Them Just the Authors—Seem to Have Read Cantor's Argument in a Variety of Places. In My Records Only One Author Refers Directly to Cantor's Own Argument [7]. One Quotes Russell's 'Principles of Mathematics'[20] Later. [REVIEW] Bulletin of Symbolic Logic 4 (1).
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  24. Wilfrid Hodges (1998). The Laws of Distribution for Syllogisms. Notre Dame Journal of Formal Logic 39 (2):221-230.
    The laws of distribution follow at once from Lyndon's interpolation theorem and the fact that the fallacy of many terms is a fallacy.
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  25. Wilfrid Hodges (1997). Jaakko Hintikka, the Principles of Mathematics Revisited. Journal of Logic, Language and Information 6 (4):457-460.
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  26. G. Graham White, John Bell & Wilfrid Hodges, Building Models of Prediction Theories.
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  27. Wilfrid Hodges (ed.) (1996). Logic: From Foundation to Applications: European Logic Colloquium. Oxford University Press.
    This book contains 21 essays by leading authorities on aspects of contemporary logic, ranging from foundations of set theory to applications of logic in computing and in the theory of fields. In computer science and mathematics, this gap between foundations and applications is small, as illustrated by essays on the proof theory of non-classical logics, lambda calculus, relating logic programs to inductive definition, and definability in Lindenbaum algebras. Other chapters discuss how to apply model theory to field theory, complex geometry (...)
     
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  28. Wilfrid Hodges (1995). European Summer Meeting of the Association for Symbolic Logic: Logic Colloquium'93: Keele, England, July 20–29, 1993. Bulletin of Symbolic Logic 1 (1):85-115.
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  29. Wilfrid Hodges (1994). Book Reviews. [REVIEW] Mind 103 (410):208-211.
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  30. Wilfrid Hodges (1993). Critical Commentary on P. Johnson-Laird and R. Byrne,'Deduction'. Behavioral and Brain Sciences 16:353.
     
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  31. Wilfrid Hodges (1993). The Logical Content of Theories of Deduction. Behavioral and Brain Sciences 16 (2):353.
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  32. Wilfrid Hodges & Saharon Shelah (1991). There Are Reasonably Nice Logics. Journal of Symbolic Logic 56 (1):300-322.
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  33. Wilfrid Hodges, I. M. Hodkinson & Dugald Macpherson (1990). Omega-Categoricity, Relative Categoricity and Coordinatisation. Annals of Pure and Applied Logic 46 (2):169-199.
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  34. John Doner & Wilfrid Hodges (1988). Alfred Tarski and Decidable Theories. Journal of Symbolic Logic 53 (1):20-35.
  35. Wilfrid Hodges (1988). [Introduction]. Journal of Symbolic Logic 53 (1):1.
    We consider two formalisations of the notion of a compositionalsemantics for a language, and find some equivalent statements in termsof substitutions. We prove a theorem stating necessary and sufficientconditions for the existence of a canonical compositional semanticsextending a given partial semantics, after discussing what features onewould want such an extension to have. The theorem involves someassumptions about semantical categories in the spirit of Husserl andTarski.
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  36. Wilfrid Hodges & Wilfried Sieg (1988). A Symposium on Hilbert's Program. Journal of Symbolic Logic 53 (2):337.
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  37. Wilfrid Hodges (1986). Alfred Tarski. Journal of Symbolic Logic 51 (4):866-868.
  38. Wilfrid Hodges (1986). [Introduction]. Journal of Symbolic Logic 51 (4):865.
    We consider two formalisations of the notion of a compositionalsemantics for a language, and find some equivalent statements in termsof substitutions. We prove a theorem stating necessary and sufficientconditions for the existence of a canonical compositional semanticsextending a given partial semantics, after discussing what features onewould want such an extension to have. The theorem involves someassumptions about semantical categories in the spirit of Husserl andTarski.
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  39. Wilfrid Hodges (1985). Truth in a Structure. Proceedings of the Aristotelian Society 86:135 - 151.
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  40. Wilfrid Hodges & Saharon Shelah (1981). Infinite Games and Reduced Products. Annals of Mathematical Logic 20 (1):77-108.
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  41. Wilfrid Hodges (1980). Constructing Pure Injective Hulls. Journal of Symbolic Logic 45 (3):544-548.
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  42. Wilfrid Hodges (1978). Reviews. [REVIEW] British Journal for the Philosophy of Science 29 (2):207-208.
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  43. Wilfrid Hodges (1977). Logic. Penguin.
    From this starting point, and assuming no previous knowledge of logic, Wilfrid Hodges takes the reader through the whole gamut of logical expressions in a ...
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  44. Wilfrid Hodges (1975). Jacques Monod. Chance and Necessity—An Essay on the Natural Philosophy of Modern Biology. Pp. 187. (Collins-Fontana Books, 1974.). [REVIEW] Religious Studies 11 (3):366.
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  45. Wilfrid Hodges (1974). Review: Michael Morley, M. H. Lob, Partitions and Models. [REVIEW] Journal of Symbolic Logic 39 (1):182-183.
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  46. Wilfrid Hodges (ed.) (1972). Conference in Mathematical Logic, London '70. New York,Springer-Verlag.
     
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  47. Wilfrid Hodges (1972). On Order-Types of Models. Journal of Symbolic Logic 37 (1):69-70.
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  48. Wilfrid Hodges (1969). Review: Jan Salamucha, Tadeusz Gierymski, Marian Heitzman, The Proof `Ex Motu' for the Existence of God: Logical Analysis of St. Thomas' Arguments. [REVIEW] Journal of Symbolic Logic 34 (4):647-647.
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  49. Wilfrid Hodges (1968). Review: Joseph M. Bochenski, The Logic of Religion. [REVIEW] Journal of Symbolic Logic 33 (2):312-313.
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  50. Wilfrid Hodges (1968). Review: Jules Vuillemin, De la Logique a la Theologie. Cinq Etudes sur Aristote. [REVIEW] Journal of Symbolic Logic 33 (4):615-615.
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