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29 Jan 2008: B. PerrinLaboratoire Pierre Aigrain, UMR 8551, CNRS, Ecole Normale Supérieure,Département de Physique, 24 rue Lhomond, 75231 Paris Cedex 05, France. ... Combining Eqs. 21, 24, and 25 leads to the nonlin-ear diffusion equation satisfied by the local

8 Apr 2008: 23. 2.2.4 N = 1 Supersymmetry Representations. 24. 2.2.5 Massless Supermultiplet. ... i.e. as predicted 16 = 24 states in total. Notice that these multplets are much larger than the.

11 Aug 2008: 24,25]. By studying the stability of these steady-state solutions, one finds that with homogeneous pumpingthese solutions become unstable to breaking of rotationalsymmetry. ... 24] M. A. Porras, A. Parola, D. Faccio, A. Dubietis, and P.

24 Apr 2008: d4x Tr (δAµ δAµ) = 2Sinst ρ2 (1.24). Note that, unlike the others, this component of the metric depends on the collective. ... in 5 1 dimensions is a sigma-model on a hyperKähler target space [24] which, for.

1 Aug 2008: µ4(ω) =25I0(τ). 2. ωΘ. [2]0 (ω). 8. ω2Φ. [2]0 (ω). 24.

18 Mar 2008: We omit the lemma and state the theorem. Theorem 4.3 Define the quadrature rule QM [f ] with points and weights givenby (24). ... Comp., 76:1341–1356, 2007. [24] R. Wong. Asymptotic approximations of integrals. Academic Press, 1989.

23 Sep 2008: f• -. •'(y, z) (24). and the mean meridional and vertical velocities •,fv satisfy a zonally symmetric mass-conservation equation of the form. ... A more accurate 92 - version of (26), based on a more accurate version of (24), is presented by P.

3 Jul 2008: For the first time, the asymptotics of type (1.2) were established by Soffer and Weinstein[24, 25] (see also [20]) for nonlinear U(1)-invariant Schrödinger equation with small initial ... c(ν)(t s)1/2(‖η(s)‖2Lβ ρ‖η(s)‖Lβ. ), 0 < t s < ν.

3 Oct 2008: 24. the three coordinate directions. They span a parallelepiped of volume.

1 Apr 2008: Multiple Jets as PV Staircases: The Phillips Effect and the Resilience ofEddy-Transport Barriers. D. G. DRITSCHELMathematical Institute, University of St. Andrews, St. Andrews, United Kingdom. M. E. MCINTYRECentre for Atmospheric Science, Department