WESLEY WRIGLEY
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Books

Paseau, A.C. and W. Wrigley (2024). The Euclidean Programme. Cambridge University Press (Elements in the Philosophy of Mathematics series).

Articles

6. Wrigley, W. (TBC), 'Indefinite Extensibility and Intensionality'. Invited for submission to a planned volume to celebrate Michael Dummett's centenary, to be edited by D. Isaacson, I. Rumfitt, F. Pregel, and C. Scambler.

5. Wrigley, W. (forthcoming 2026), 'The Axiomatic Method in Mathematics'. In The Blackwell Companion to the Philosophy of Mathematics, edited by A.C. Paseau. Blackwell.

4. Paseau, A.C. and W. Wrigley (2025), 'Lakatos on the Euclidean Programme'. In Proofs and Research Programmes: Lakatos at 100, edited by R. Frigg, J. Alexander, L. Hudetz, M. Redei, L. Ross, and J. Worrall. Springer (Synthese Library).

Available with open access: doi.org/10.1007/978-3-031-88213-5

3. Wrigley, W. (2022). 'Gödel's Disjunctive Argument.' Philosophia Mathematica 30.3: 306-342.

Available with open access: doi.org/10.1093/philmat/nkac013

2. Wrigley, W. (2022), 'Gödelian Platonism and Mathematical Intuition.' The European Journal of Philosophy 30.2: 578-600.

Available with open access: doi.org/10.1111/ejop.12671

Wiley has certified that this was amongst the most downloaded articles of 2021 in The European Journal of Philosophy in the twelve months following its publication.

1. Wrigley, W. (2018), 'Sider's Ontologese Introduction Instructions'. Theoria 84.4: 295-308.

Available with open access: doi.org/10.1111/theo.12153

Book Reviews

1. Wrigley, W. (2025), Review of Syllogistic Logic and Mathematical Proof by Paolo Mancosu and Massimo Mugnai. The Mathematical Gazette 109.547: 185-187.

Available at: doi.org/10.1017/mag.2025.44

Public Engagement

3. Wrigley, W. (2024), 'Gödel and the Nature of the Mind'. Institute of Art and Ideas. Available here.

2. Wrigley, W. (2024), 'The Euclidean Programme'. LSE Philosophy Blog. Available here.

1. Wrigley, W. (2022), `Infinite Reasoning and Arithmetical Undecidability'. The Reasoner 16.7: 64-65. Available at www.thereasoner.org/

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