Griffith University, Stellenbosch, J.G. 2008b Rheosavtsev, A.L.; Verloren, V.P.: The theory of mechanical theories from the point of view of physicalmanship. General Phys theory 45:305 (2016). D.L.
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Lyle, A.J. Milliways, R.W. Smith and C.P. Stassen, on the second order correction to quantum gravity. arXiv:1608.06246 D.L.
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Lyle, A.J. Milliways and R.W. Smith, physical theory from the point of view of mathematical physics. Philosophical Transactions 39 :1559-1576 (1963). B. Lin, and T.M. Yan, Lie algebras and cohomology of groups and quantum $2$-bundles.
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Geometry and Topology 20:1 (2013). G. Ramakrishnan, A.K. Misra and B. Srivastava, Braided space and higher homology theory induced by Lie Algebras. Birkhäuser, Boston (1980); Proceedings of the Birkhäuser International Workshop on Lie Algebras and Dynamical Systems, BNI. Published by Birkhäuser, Cambridge (1980). L.V.
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Lychev, G.F.G. Lewin and G.C. Sharpe, Quantization and homotopy theory. Princeton University Press, Oxford (1968). A.K. Misra, Self-dual points and loops on fourfolds.
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Annalen Mathematiques, 135:2 (2012). K. Sim, D.Ting and A.V. Kuraev, The second order correction to quantum gravity from the point of view of mechanical theory. Amer. J. Math., 183:6-7 (2000) K.
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Sim, D.V. Zhanov, A. Zhanov and A.V. Kuraev, The geometry of the third-order 3-sphere and its higher homology theory. Mosc. Math. J., 177:11-20 (2010) [^1]: This was made possible by the authors’ correspondence [^2]: The second-order correction to the Poincaré-Tinkham-Turbulence conjecture is not known.
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This is not all that we can suggest, however many students have already learnt and taught as much as possible to
