Accurate Evaluation of Polynomials in Legendre Basis. - Peibing Du; Hao Jiang 001; Lizhi Cheng (J. Appl. Math., 2014)

A Note on the Guarantees of Total Variation Minimization. - Hao Jiang 001; Tao Sun 005; Peibing Du; Shengguo Li; Chunjiang Li; Lizhi Cheng (ICIC (2), 2016)

Design and Implementation of Mixed Extended-Precision Package in MATLAB. - Peibing Du; Hao Jiang 001; Lizhi Cheng (ICPADS, 2016)

Accurate Evaluation of Bivariate Polynomials. - Peibing Du; Hao Jiang 001; Housen Li; Lizhi Cheng; Canqun Yang (PDCAT, 2016)

Bilateral Sampling Randomized Singular Value Decomposition. - Hao Jiang 001; Peibing Du; Tao Sun 005; Housen Li; Lizhi Cheng; Canqun Yang (PDCAT, 2016)

Accurate quotient-difference algorithm: Error analysis, improvements and applications. - Peibing Du; Roberto Barrio; Hao Jiang 001; Lizhi Cheng (Appl. Math. Comput., 2017)

Alternating projection for sparse recovery. - Tao Sun 005; Peibing Du; Lizhi Cheng; Hao Jiang 001 (IET Signal Process., 2017)

Efficient and Accurate Evaluation of Bézier Tensor Product Surfaces. - Jing Lan; Hao Jiang 001; Peibing Du (ICCS (2), 2018)

ORTHOPOLY: A library for accurate evaluation of series of classical orthogonal polynomials and their derivatives. - Roberto Barrio; Peibing Du; Hao Jiang 001; Sergio Serrano (Comput. Phys. Commun., 2018)

A Nonconvex Implementation of Sparse Subspace Clustering: Algorithm and Convergence Analysis. - Xiaoge Deng; Tao Sun 005; Peibing Du; Dongsheng Li 001 (IEEE Access, 2020)

On the Convergence of Bregman ADMM With Variational Inequality. - Peibing Du; Hao Jiang 001 (IEEE Access, 2020)

A High-Precision DQDS Algorithm. - Chuanying Li; Xiong Xiao; Peibing Du; Hao Jiang 001; Roberto Barrio; Zhe Quan; Kenli Li 001 (HPCC/DSS/SmartCity/DependSys, 2021)

Design and Implementation of Compensated Gram-Schmidt Algorithm. - Jiexi Jin; Hehu Xie; Peibing Du; Zhe Quan; Hao Jiang 001 (HPCC/DSS/SmartCity/DependSys, 2022)

RIRCNN: A Fault Diagnosis Method for Aviation Turboprop Engine. - Lei Li; Zhe Quan; Zixu Wang; Tong Xiao 001; Xiaofei Jiang; Xinjian Hu; Peibing Du (SEKE, 2022)

PACF: A precision-adjustable computational framework for solving singular values. - Chuanying Li; Roberto Barrio; Xiong Xiao; Peibing Du; Hao Jiang 001; Zhe Quan; Kenli Li 001 (Appl. Math. Comput., 2023)