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6 Feb 2019: I Minimal unitary representation of E8(24) over L2(R29) from its geometric. ... realization as a quasiconformal group MG, Pavlyk, 2004. E8(24) = 12 561 E7(25) SO(1, 1) 561 12.

19 Jul 2019: magnetic field,. An =2eB. (n ) (3.24). This quantisation of area is actually a variant of the Landau level quantisation that we. ... N = 0. which should clearly be an integer. The quantisation (3.24) due to a background magnetic field.

20 Oct 2019: For correspondence:. maciej.lisicki@fuw.edu.pl (ML);. e.lauga@damtp.cam.ac.uk (EL). †These authors contributed. equally to this work. Competing interest: See page 8. Funding: See page 8. Received: 05 January 2019. Accepted: 29 June 2019. Published:

6 Feb 2019: mass [GeV]. FIG. 24 (color online). Light hadron spectrum extrapolated tothe physical point using m!, mK and m! ... 0 4 8 12 16 20 24 28t′. 0.010. 0.015. 0.020.

1 Aug 2019: Department of Applied Mathematics. and Theoretical Physics. Goldstein Lab. References from article. More classic papers from the old literature. Contributions from Phil Nelson. J.C. Maxwell, "Solutions of problems," Camb. Dublin Math. J. 8,188 (1853)

4 Feb 2019: SOHO/CDS Observations, First Results From Hinode ASP Conference Series, Vol. 397, Proceedings of the conference held 20-24 August, 2007, at Trinity College Dublin, Dublin, Ireland. ... 397, Proceedings of the conference held 20-24 August, 2007, at

6 May 2019: Compressed sensing. IEEE T Inf Theory, 52(4):1289–1306,2006. [24] M. Duarte and R. ... J. Amer. Math. Soc., 24(1):81–124,2011. [33] L. He and L. Carin.

14 Nov 2019: This regularisationallows the use of simple, standard quadrature routines forall surface integrals in the regularised boundary integralequation [24]. ... Fauci, A. Medovikov, Phys. Fluids 17, 1. (2005).24. D.J. Smith, Proc.

24 May 2019: 24 / 67. Tiny perturbation – AUTOMAP. |x r1| |f (A(x r1))| SoA from A(x r1).

6 May 2019: Linden)6/24 lectures given on buoyancy-driven flows at the graduate levelPart III Mathematical Tripos, DAMTP, University of Cambridge. ... 737, 205–231. [24] S.S. Pegler, J.A. Neufeld, H.E. Huppert (2013) Topographic controls on gravity currents