Found Comput Math: 569–613 DOIs10208Scattering in Flatland: Efficient Representations via Wave Atoms Laurent Demanet · Lexing Ying

Source URL: math.stanford.edu

Differential Response John Fluke and Lisa Merkel-Holguin, Kempe Center Ying-Ying Yuan, WRMA Tamara Fuller, Children and Family Research Center, University of Illinois 16th Annual Child Welfare Waiver Demonstration

Source URL: cfrc.illinois.edu

• Child Protective Services
• Child abuse
• Child welfare
• Foster care
• Law enforcement in the United States
• Social work
• Family
• Human development

Scalable Distributed Stream Processing Mitch Cherniack‫٭‬, Hari Balakrishnan†, Magdalena Balazinska†, Don Carney‡, Uğur Çetintemel‡, Ying Xing‡, and Stan Zdonik‡ Abstract Stream processing fits a large

Source URL: www.eecs.harvard.edu

Improving Pseudo-Relevance Feedback in Web Information Retrieval Using Web Page Segmentation Shipeng Yu1* Deng Cai2* Ji-Rong Wen* and Wei-Ying Ma* * Microsoft Research Asia

Source URL: www.dbs.informatik.uni-muenchen.de

Constructions of Nonbinary Quasi-Cyclic LDPC Codes: A Finite Field Approach∗ Shu Lin, Shumei Song, Lan Lan, Lingqi Zeng and Ying Y. Tai Department of Electrical & Computer Engineering University of California, Davis Da

Source URL: ita.ucsd.edu

Emotion Identification for Evaluation of Synthesized Emotional Speech Stefan Steidl1 , Tim Polzehl2 , H. Timothy Bunnell3 , Ying Dou4 , Prasanna Kumar Muthukumar5 , Daniel Perry6 , Kishore Prahallad7 , Callie Vaughn8 , A

Source URL: ravi.iiit.ac.in

Fast Algorithms for Boundary Integral Equations Lexing Ying Department of Mathematics, University of Texas, Austin, TX 78712, USA, Summary. This article reviews several fast algorithms for boundar

Source URL: math.stanford.edu

3D Discrete Curvelet Transform Lexing Ying, Laurent Demanet and Emmanuel Cand`es Applied and Computational Mathematics, MC, Caltech, Pasadena, CA ABSTRACT In this paper, we present the first 3D discrete curvelet t

Source URL: math.stanford.edu

A PARALLEL SWEEPING PRECONDITIONER FOR HETEROGENEOUS 3D HELMHOLTZ EQUATIONS∗ ¨ JACK POULSON† , BJORN ENGQUIST‡ , SIWEI LI§ , AND LEXING YING¶ Abstract. A parallelization of a sweeping preconditioner for 3D Helmh

Source URL: math.stanford.edu

Fast Geodesics Computation with the Phase Flow Method Lexing Ying and Emmanuel J. Cand`es Applied and Computational Mathematics California Institute of Technology, Pasadena, CAJanuary 2006

Source URL: statweb.stanford.edu