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2 Jul 2024: Wiesemeyer, A Woodcraft, V Yurchenko, D Yvon, A Zacchei, Planck HFI Core Team. – ... BD Wandelt, R Watson, A Wilkinson, N Ysard, D Yvon, A Zacchei, A Zonca, Planck Collaboration. –

22 Apr 2024: Journal of Geophysical Research: Atmospheres, 128, e2022JD037737. https://doi.org/10.1029/2022JD037737. Scaife, A. A., Baldwin, M. ... J. Atmos. Sci., 73, 1903-1922. Boland, E.J.D., Haynes, P.H., Shuckburgh, E.F., Watson, A.J., Messias, M.-J., Ledwell,

4 Oct 2010: a very intuitive frameworkwithin which numerous physical ideas can be introduced and discussed. ... III. A Few Numbers and Experimental Facts 821A. Polyelectrolytes most often separated by.

2 Jul 2024: E Vassallo, C Vescovi, F Vezzu, D Vibert, P Vielva, J Vierra, F Villa, N Vittorio, C Vuerli, LA Wade, AR Walker, BD Wandelt, C Watson, D Werner, M White, SDM ... JR Gair, F Feroz, S Babak, P Graff, MP Hobson, A Petiteau, EK Porter. –

9 May 2023: revising. • Algebraic equations and Watson’s/Laplace’s method: 2014 Paper 74, Question 1. • ... Multiple scales: 2015 Paper 72, Question 2(a). Mathematical Tripos III: Perturbation Methods 1 S.J.Cowley@maths.cam.ac.uk, Easter 2023.

17 Aug 2023: Ernest Rutherford (1906)John Cockcroft & Ernest Walton (1951)Francis Crick & James Watson (1962)Roger Penrose (2020). ... Francis Crick and James Watson. Crick was a physicist who during WW2 worked on the development of mines.

31 Jul 2008: When applying Watson’s lemmawe suppose that we have a convergent or asymptotic expansion. ... general. Othermethods are based on interpolation of the integrand together with succes-sive integration in a similar way as Watson’s lemma, see [5, Sec.

13 Dec 2018: J A Ogilvy, 1992. Theory of wave scattering from random roughsurfaces,IOP Publishing. ... A.G. Voronovich,Wave Scattering from Rough Surfaces(Springer-Verlag, Berlin 1994). J G Watson & J B Keller, Reflection, scattering, and absorption of acoustic waves

6 Jul 2020: Dissolution emerges through maintaining a nor-mal concentration gradient at the swimmer surface. ... 4.1.1 Diffusive limit (γ ). In the diffusive limit, γ 1, we can use Watson’s lemmato develop an asymptotic expansion, with details given inthe

6 Jul 2017: She was a warmand engaging woman and took great interest in Mike’s education. ... A dynamic programming proce-dure is given for minimising the global 2-error.