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- Mathematical modelling, finance, and the Oliver Penrose
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- A mathematical model for diffusion-induced grain boundary motion
- Phase Transitions Vol. 77, Nos. 57, MayJuly, 2004, pp. 433456
- On the elastic driving force in diffusion-induced grain boundary motion
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- Journal of Materials Science: Materials in Medicine
- PUBLICATIONS of OLIVER PENROSE (November 2005 edition)
- Ising Model for Phase Separation in Alloys with Anisotropic Elastic Interaction.
- Proof of Dynamical Scaling in Smoluchowski's Coagulation Equation with Constant Kernel
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- Statistical mechanics of two-dimensional turbulence May 15, 2003
- NATURE|Vol 43X|XX May 2005 ESSAY Anasymmetricworld
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- The "game of everything" Department of Mathematics, Heriot-Watt University
- Metastable decay rates, asymptotic expansions, and analytic continuation