Paper Review Records
All Paper Review Records
20 valid samples · Newest publication first
Review days = acceptance date − received date. PDF, DOI, and publisher-page sources are retained.
410
days
An unfitted boundary algebraic equation method based on difference potentials and lattice Green’s function in 3D
Authors
Qing XiaShow moreShow less
Affiliations
1. Department of Mathematics, Wenzhou Kean University, Wenzhou, China; 2. International Frontier Interdisciplinary Research Institute, Wenzhou Kean University, Wenzhou, ChinaShow moreShow less
277
days
A class of improved randomized Gauss-Seidel methods based on the leverage scores for the parameter estimation of TAR model
Authors
Zhang-Yang Xu; Ju-Li ZhangShow moreShow less
Affiliations
1. School of Mathematics, Physics and Statistics, Shanghai University of Engineering Science, Shanghai, P.R. ChinaShow moreShow less
416
days
Second-order AAA algorithms for structured data-driven modeling
Authors
Michael S. Ackermann; Ion Victor Gosea; Serkan Gugercin; Steffen W. R. WernerShow moreShow less
Affiliations
1. Department of Mathematics, Virginia Tech, Blacksburg, USA; 2. Max Planck Institute for Dynamics of Complex Technical Systems, Magdeburg, Germany; 3. Department of Mathematics and Division of Computational Modeling and Data Analytics, Academy of Data Science, Virginia Tech, Blacksburg, USA; 4. Department of Mathematics, Division of Computational Modeling and Data Analytics, and National Security Institute, Virginia Tech, Blacksburg, USAShow moreShow less
345
days
Newtonian potentials of Legendre polynomials on rectangles have displacement structure
Authors
Sheehan OlverShow moreShow less
Affiliations
1. Department of Mathematics, Imperial College, London, UKShow moreShow less
371
days
Error estimate for a decoupled energy-stable scheme for smectic-A liquid crystals
Authors
Ning Lu; Guanghua JiShow moreShow less
Affiliations
1. School of Mathematical Sciences, Beijing Normal University, Beijing, ChinaShow moreShow less
154
days
A priori error estimates for a conforming VEM for the Oseen eigenvalue problem
Authors
Danilo Amigo; Felipe Lepe; Nitesh VermaShow moreShow less
Affiliations
1. GIMNAP-Departamento de Matemática, Universidad del Bío - Bío, Concepción, ChileShow moreShow less
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