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  1. 24 electron cluster formulas as the ‘molecular’ units of ideal metallic glasses.L. J. Luo, H. Chen, Y. M. Wang, J. B. Qiang, Q. Wang, C. Dong & P. Häussler - 2014 - Philosophical Magazine 94 (22):2520-2540.
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  • Importance of solute–solute interactions on glass formability.A. K. Gangopadhyay, K. L. Sahoo & K. F. Kelton - 2011 - Philosophical Magazine 91 (17):2186-2199.
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  • Evolution of local atomic structure in a melt-spun Ni25Ti50Cu25shape memory alloy during crystallization.Mehrdad Zarinejad, Yong Liu, Tao Liu, Tim White, Ping Yang & Qiming Chen - 2011 - Philosophical Magazine 91 (3):404-420.
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  • Packing efficiency of coordination polyhedra.Lingjie Luo, Jiang Wu, Qing Wang, Yingmin Wang, Guang Han & Chuang Dong - 2010 - Philosophical Magazine 90 (30):3961-3973.
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  • A locally preferred structure characterises all dynamical regimes of a supercooled liquid.Ryan Soklaski, Vy Tran, Zohar Nussinov, K. F. Kelton & Li Yang - 2016 - Philosophical Magazine 96 (12):1212-1227.
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  • Hardness of Al-based quasicrystals evaluated via cluster-plus-glue-atom model.Hua Chen, Lingjie Luo, Jianbing Qiang, Yingmin Wang & Chuang Dong - 2014 - Philosophical Magazine 94 (13):1463-1477.
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  • A generalized polytetrahedral cluster approach to partial coordination numbers in binary metallic glasses.Muratahan Aykol, Amdulla O. Mekhrabov & M. Vedat Akdeniz - 2011 - Philosophical Magazine 91 (22):2985-3005.
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  • Composition rule for Al–transition metal binary quasicrystals.Hua Chen, Qing Wang, Yingmin Wang, Jianbing Qiang & Chuang Dong - 2010 - Philosophical Magazine 90 (30):3935-3946.
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  • Zr and Hf microalloying in an Al–Y–Fe amorphous alloy. Relation between local structure and glass-forming ability.A. Sadoc, M. Sabra, O. Proux, J. -L. Hazemann, K. S. Bondi & K. F. Kelton - 2008 - Philosophical Magazine 88 (17):2569-2582.
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  • Modelling local voids using an irregular polyhedron based on natural neighbourhood and application to characterize near-dense random packing.K. K. Sahu & K. N. Ishihara - 2006 - Philosophical Magazine 86 (36):5909-5926.
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  • Finding the insphere of a convex polyhedron: an analytical approach.K. K. Sahu & A. K. Lahiri - 2004 - Philosophical Magazine 84 (12):1185-1196.
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