Table Of Content

Communications on PURE AND APPLIED MATHEMATICS Author Index to Volume LVIII Adler, M., and van Moerbeke, P: Virasoro Action on Cuccagna, S.: Erratum: Stabilization of Solutions to Schur Function I xpansions, Skew Young Nonlinear Schrédinger Equations, 147 Tableaux, and Random Walks, 362 Cuccagna, 5., Pelinovsky, D Alpert, B. K., and Chen, Y \ Representation of Spy ectra ; of Pyocs}i tive > aanndd N Acoustic Waves in Unbounded Domains 1358 Linearized NLS Problem, | Ambrose, D. M , and Masmoudi, N.: The Zero Surface Tension Limit of Two-Dimensional Dafermos, M.: The Interior of Charged Black Holes Water Waves, 1287 and 1 ttheh e FP roblem of Uniqueness in General Relativity, 445 Barlow, M [.., Coulhon, T., and Kumagai, T De Lelllihs , C( ., a7 nd Golse, > E: AA Quanti7 tattaitvivee Characterization of Sub-Gaussian Heat Kernel Compactness Estimate for Scalar Conservation Estimates on Strongly Recurrent Graphs, 1642 Laws, 989 Beirao da Veiga, H.: On the Regularity of Flows with Demanet,L .: see Candés, E. J Ladyzhenskaya Shear-Dependent Viscosity and Slip or Nonslip Boundary Conditions, 552 Dong, H.: About Smoothness of Solutions of t E quations in Closed, Smooth Space-Time Ben Arous, G., and Péché, S.: Universality of Local Domains, 799 Eigenvalue Statistics for Some Sample Covariance Matrices, 1316 Druskin, \ see Borcea Borcea, L., Druskin, V., and Knizhnerman, Duong, X. 1 and Continuum Limit of a Discrete Inver BMO Type, the Joh Problem on Optimal Finite Difference Grids, Interpolation, and Applications, 13 i251 Liu, D., and Vanden-Eij Bourgain, J., Brezis, H., and Mironescu, P. Multiscale Methods for Stochastic D Degree, and Distributional Jacobian yns. 1544 529 L.: How Well Does th Brezis, H.: see Bourgain, J Transform Approximate the Fourier Transform?, Cabré, X and Sola-Morales, J ' Solutions in < 14 1} Half-Space for Boundary Reactions, 167 Caffarelli, L. A Souganidis, P E., Wang okas, A. S.: The Gene r Map for Certain Nonli Homogenization of Fully Nonlinear, Uniformly Elliptic and Parabolic Partial Differential siacomelli, L., and Otto, FE:N ew Bounds for the Equations in Stationary Ergodic Media, 319 Kuramoto-Sivashinsky Equation, 297 Candés, E. J., and Demanet, L The Curvelet Golse see De Lellis,¢ Representation of Wave Propagators Is FE, Sritharan, S. S., and Swiech, Optimally Sparse, 14 Equations Associated to the Optimal Feedback Chan, T., and Shen, J.: Variational Image Inpainting Control of Stochastic Navier-Stokes Equations, 671 Chen, Y.: see Alpert, B. K Guyenne, P. Costin, O., and Kruskal, M. D.: Analytic Methods for Obstruction to Integrability in Discrete Han, Q.: On the Isometric Embedding of Surfaces Dynamical Systems, 723 with Gauss Curvature Changing Sign Cleanly Coulhon, T.: see Barlow, M. T. 285 Craig, W., Guyenne, P, and Kalisch, H.: Hamiltonian Long-Wave Expansions for Free Surfaces and Kalisch, H see Craig, W Interfaces, 1587 Knizhnerman, | see Borcea, | Communications on Pure and Applied Mathematics, Vol LVIII, 1733-1734 (2005) LY 54 AUTHOR INDEX Koch, H., Leoni, G., and Morini, M.: On Optimal Rodnianski, I., Schlag, W., and Soffer, A.: Dispersive Regularity of Free Boundary Problems and a Analysis of Charge Transfer Models, 149 Conjecture of De Giorgi, 1051 Rodrigo, J. L.: On the Evolution of Sharp Fronts fot Koch, H., and [ataru, D.: Dispersive Estimates tor the Quasi-Geostrophic Equation, 821 Principally Normal Pseudodifferential see Novikov, A Operators, 217 Schlag, W.: see Rodnianski, | Korvola, T., Kupiainen, A., and Taskinen, J Schwartz, J. T. Do the Integers Exist? The Unknow- Anomalous Scaling for Three-Dimensional ability of Arithmetic Consistency, 1280 Cahn-Hilliard Fronts, 1077 Kruskal, M. D see Costin, O Shen, J.: see Chan, 7 Sideris, T. C., and Thomases, B.: Global Existence for Kumagai, T.: see Barlow, M. T [hree-Dimensional Incompressible Isotropic Kupiainen, A see Korvola, 1 Elastodynamics via the Incompressible Limit, Lasser, C., and Teufel, S.: Corrigendum: Propagation 750 Through Conical Crossings: An Asymptotic Soffer, A.: see Rodnianski, | Semigroup 1586 Sola-Morales, J.: see Cabré, X asser,C ., and Teufel, S.: Propagation Through Souganidis, P. E.: see Caffarelli, 1 Conical Crossings: An Asymptotic Semigroup, Sowers, R. B.: A Boundary Layer Theory for 1188 Diffusively Perturbed Transport Around a eckband, M Moser’ Inequality on the Ball B" for Heteroclinic Cycle, 30 Functions with Mean Value Zero, 789 Sritharan, S. S.: see Gozzi, ee, K.-A.: Power Concavity on Nonlinear Parabolic Stroock, D. W,, and Williams, D. A Simple PDE and Flows, 1529 Wiener-Hopf Riccati Equations 1116 eoni, G.: see Koch, H Sturm, K.-T.: see von Renesse, M.-K Li, W, and Lu, K Sternberg Theorems for Random Suidan, T. M.: Stationary Measures for a Randomly Dynamical Systems, 941 Forced Burgers Equation, 620 i,Y . Y., and Nirenberg, L.: The Distance Function to the Boundary, Finsler Geometry, and the Swiech, A.: see Gozzi, F Singular Set of Viscosity Solutions of Some [askinen, J.: see Korvola, 1 Hamilton-Jacobi Equations, 85 Tataru, D.: see Koch, H 1, E-H., Liu C., and Zhang, P. On Hydrodynamics Teufel, S.: see Lasser, ¢ of Viscoelastic Fluids, 1437 Thomases, B.: see Sideris, T. ¢ , Z.: Nonlinear Instability of Periodic BGK Waves for Vlasov-Poisson System 505 van Moerbeke, P: see Adler, M , C.: see Lin, F-H Vanden-Eijnden, E.: see E, W u, D.: see I W Vaninsky, K. L.: Equations of Camassa-Holm Type K.: see Li, W and Jacobi Ellipsoidal Coordinates, 1149 von Renesse, M.-K., and Sturm, K.-T.: Transport Masmoudi, N see Ambr se, D M Inequalities, Gradient Estimates, Entropy, and Mironescu, P. see Bourgain, J Ricci Curvature, 923 Morini, M.: see Koch, H Vougalter, V.: see Cuccagna, S Moser, R.: Moving Boundary Vortices for a Thin-Film Limit in Micromagnetics, 701 Wang, L.: see Caffarelli, L. A. Williams, D.: see Stroock, D. W. Nirenberg, | see ti. ¥. ¥ Novikov, A., Papanicolaou, G., and Ryzhik, | Xin, Z., and Yin, H.: Transonic Shock in a Nozzle |: Boundary Layers for Cellular Flows at High [wo-Dimensional Case, 999 Péclet Numbers, 867 Yan,L . X.: see Duong, X. T Otto, FE: see Giacomelli, | Yin, H.: see Xin, Z Yu, S.-H.: Hydrodynamic Limits with Shock Waves Papanicolaou G.: see Novikov A1 of the Boltzmann Equation, 409 Peche, S.: see Ben Arous, G Pelinovsky, D see Cuccagna, > Zhang, P: see Lin, F-H cu