Volume 38,Issue 1,2017 Table of Contents

   
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38

Regularized Principal Component Analysis
  Yonathan AFLALO and Ron KIMMEL
  2017,38(1):1-12 [Abstract(738)]  [View PDF 1.14 M (923)]
  
Catenoidal Layers for the Allen-Cahn Equation in Bounded Domains
  Oscar AGUDELO, Manuel DEL PINO and Juncheng WEI
  2017,38(1):13-44 [Abstract(822)]  [View PDF 398.68 K (964)]
  
Porous Medium Flow with Both a Fractional Potential Pressure and Fractional Time Derivative
  Mark ALLEN, Luis CAFFARELLI and Alexis VASSEUR
  2017,38(1):45-82 [Abstract(1002)]  [View PDF 367.79 K (922)]
  
On the Motion Law of Fronts for Scalar Reaction-Diffusion Equations with Equal Depth Multiple-Well Potentials
  Fabrice BETHUEL and Didier SMETS
  2017,38(1):83-148 [Abstract(831)]  [View PDF 658.42 K (849)]
  
One-Dimensional Symmetry and Liouville Type Results for the Fourth Order Allen-Cahn Equation in \RN
  Denis BONHEURE and Fran{c{c}}ois HAMEL
  2017,38(1):149-172 [Abstract(936)]  [View PDF 306.95 K (1082)]
  
A Study Guide for the l2 Decoupling Theorem
  Jean BOURGAIN and Ciprian DEMETER
  2017,38(1):173-200 [Abstract(926)]  [View PDF 317.59 K (1156)]
  
Isoperimetric, Sobolev, and Eigenvalue Inequalities via the Alexandroff-Bakelman-Pucci Method: A Survey
  Xavier CABR'E
  2017,38(1):201-214 [Abstract(940)]  [View PDF 215.23 K (1205)]
  
On a Class of Non-local Operators in Conformal Geometry
  Sun Yung Alice CHANG and Ray A. YANG
  2017,38(1):215-234 [Abstract(1101)]  [View PDF 245.93 K (834)]
  
Variations on a Proof of a Borderline Bourgain-Brezis Sobolev Embedding Theorem
  Sagun CHANILLO, Jean VAN SCHAFTINGEN and Po-Lam YUNG
  2017,38(1):235-252 [Abstract(1606)]  [View PDF 254.78 K (897)]
  
Recovery of Immersions from Their Metric Tensors and Nonlinear Korn Inequalities: A Brief Survey
  Philippe G. CIARLET, Cristinel MARDARE and Sorin MARDARE
  2017,38(1):253-280 [Abstract(842)]  [View PDF 308.91 K (903)]
  
Nonlocal Nonlinear Advection-Diffusion Equations
  Peter CONSTANTIN
  2017,38(1):281-292 [Abstract(866)]  [View PDF 171.67 K (869)]
  
Uniform Asymptotic Expansion of the Voltage Potential in the Presence of Thin Inhomogeneities with Arbitrary Conductivity
  Charles DAPOGNY and Michael S. VOGELIUS
  2017,38(1):293-344 [Abstract(816)]  [View PDF 584.90 K (833)]
  
Flat Solutions of Some Non-Lipschitz Autonomous Semilinear Equations May be Stable for {N}\geq 3
  Jes'us Ildefonso D'IAZ, Jes'us HERN'ANDEZ and Yavdat IL'YASOV
  2017,38(1):345-378 [Abstract(1019)]  [View PDF 648.84 K (973)]
  

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