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21 Apr 2018: 1Ṽ , (3.4). where V̂ is an O(h3). perturbation of Ṽ ,. V̂ = Ṽ h2. 24 (Ṽ )>(Ṽ ). (3.5). The overall order-four scheme is obtained by substituting the central ... 2. 24 (Ṽ )>(Ṽ )). Thus, a fourth-order compact splitting,. e16 ihε.

31 Dec 2018: f(r) = eU(r) 1 (2.24). This is a nicer expansion parameter.

12 Feb 2018: Z. CT [y0,y1]Dx eS[x]/. nY. i=1. Oi(x(ti)). (3.24). – 47 –. for the n–point correlation function. The hats on the Ôi remind us that the

14 May 2018: called a Nakanishi–Lautrup field) and write. [f ] =. ZDh eSgf [h,r]/ , (8.24). ... representation, h 2 0M (g). This does not imply that (8.24) is gauge invariant: indeed itcannot be if it is to fix a gauge!

19 Sep 2018: 6. First integrals and Fermat’s principle 24. 7. Constrained variation of functionals 27. ... 24 –. c1 BAn(z)dl, where the integral is along the path.

27 Nov 2018: is based on Alt’s formulation [22]and extends subsequent models [23,24,33]. ... dpdx. (24). The significance of the last two terms on the right-handside is known for nonchemotactic swimmers.

13 Dec 2018: h(Xn) = z |Sn(xn Xn)3/2. αφ(Xn)δ|. (24). 2. Medium with Linear Profile. ... Reconstruct the surface h(Xn) by eq. (24) for uniformmedium or (26) for linear profile using Φ obtained aboveend for.

2 Nov 2018: operator (the case γ = 1) represents a challenge for spectral theory (Böttcher, Grudsky &. Iserles 2012). 24. Figure 4.3: The eigenvalues of the integral operator with ω = 100 for γ =

13 Dec 2018: 24. P. Tran, Calculation of the scattering of electromagnetic waves from a two-dimensional perfectlyconducting surface using the method of ordered multiple interaction, Waves in Random Media, 7,295-302 (1997).

17 Apr 2018: 24. (Levin & Lubinsky 2001, Van Assche 2018). Hermite polynomials form the simplestexample, other familiar cases are Q(x) = x4 tx2 for some t R and Q(x) = |x|(whereby smoothness fails