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25 Oct 2018: and similarly in three dimensions. Test error is O(x2) if piecewise linear bassis functions,and O(x4) if cubic splines. ... Capillary waves mean t <ρ/γx3/2. A good test is the vibration frequencies of an isolated drop.

13 Dec 2018: Eds.), Physics of Estuaries and Coastal. Seas. White, T.E., 1995. Field tests of cross-shore sand transport models in oscilla-.

19 Sep 2018: Preprint typeset in JHEP style - PAPER VERSION Easter 2018. Variational Principles. Part 1A Mathematics Tripos. Prof. P.K. Townsend. DAMTP, CMS. Wilberforce Road, Cambridge CB3 0WA. E-mail: P.K.Townsend@damtp.cam.ac.uk. Abstract:. See schedules.

14 May 2018: 8 Non-Abelian Gauge Theory: Perturbative Quantization. We’re now ready to consider the quantum theory of Yang–Mills. In the first few sec-. tions, we’ll treat the path integral formally as an integral over infinite dimensional spaces,. without

28 Sep 2018: a. Time-stepping. No analytic solution to test. test code has designed accuracyO(t, x2). ... a. Time-stepping. No analytic solution to test test code has designed accuracyO(t, x2).

31 Jan 2018: 112. 23. 112. 0 112 0. ρ O(x4). Test. Analytic solution. ... Test. Analytic solution. ρ = 2π2 sin πx sin πy and φ = sin πx sin πy.

11 Jan 2018: PHYSICAL REVIEW FLUIDS 2, 123101 (2017). Bundling of elastic filaments induced by hydrodynamic interactions. Yi Man,1, William Page,2 Robert J. Poole,2 and Eric Lauga1,†1Department of Applied Mathematics and Theoretical Physics, University of

11 Oct 2018: and b = 1. Despite their apparent simplicity, linear programs have applications in many areas of appliedsciences, engineering and economics.

13 Dec 2018: This provides a test of the numerical solution for a given rough surface and allows the separation of the deter- ministic and stochastic components. ... Most usefully here, (25) provides a simple analytical test of the numerical solution for slightly

22 Jan 2018: Show that. P(D)[ϕψ] =|α|N. 1. α!Dα(ϕ)P (α)(D)(ψ). for all test functions ψ,ϕ D(Rn). ... It’s currently an open (and difficult). problem to show that a similar pointwise limit exists when the test function belongs to some Sobolev space Hs(Rn)