Erdős Number: 3 — consequently.org

7 January 2023

According to the AMS’s handy Mathematics Collaboration Distance calculator, my Erdős number is down to three, given the following path:

Vedran Čačić, Pavel Pudlák, Greg Restall, Alasdair Urquhart, Albert Visser, “Decorated linear order types and the theory of concatenation,” Logic Colloquium 2007, p. 1–13, ed. F. Delon, U. Kohlenbach, P. Maddy and F. Stephan, Cambridge University Press, 2010.
Noga Alon and Pavel Pudlák, “Equilateral Sets in $l^n_p$,” Geometric & Functional Analysis, 13 (2003), 467-482.
Noga Alon and Paul Erdős, “Disjoint edges in geometric graphs,” Discrete and Computational Geometry 4 (1989), no. 4, 287–290.

This makes my Erdős number equal to my Trotsky number, but that is another story.

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I’m Greg Restall, and this is my personal website. ¶ I am the Shelby Cullom Davis Professor of Philosophy at the University of St Andrews, and the Director of the Arché Philosophical Research Centre for Logic, Language, Metaphysics and Epistemology ¶ I like thinking about – and helping other people think about – logic and philosophy and the many different ways they can inform each other.

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