High performance linear algebra using interval arithmetic. - Hong Diep Nguyen; Nathalie Revol (PASCO, 2010)

Pipelined FPGA Adders. - Florent de Dinechin; Hong Diep Nguyen; Bogdan Pasca 001 (FPL, 2010)

Efficient Implementation of Interval Matrix Multiplication. - Hong Diep Nguyen (PARA (2), 2010)

FPGA-Specific Arithmetic Optimizations of Short-Latency Adders. - Hong Diep Nguyen; Bogdan Pasca 001; Thomas B. Preußer (FPL, 2011)

Refining and verifying the solution of a linear system. - Hong Diep Nguyen; Nathalie Revol (SNC, 2011)

Solving and Certifying the Solution of a Linear System. - Hong Diep Nguyen; Nathalie Revol (Reliab. Comput., 2011)

Efficient algorithms for verified scientific computing : Numerical linear algebra using interval arithmetic. (Algorithmes efficaces pour le calcul scientifique vérifié : algèbre linéaire numérique et arithmétique par intervalles). - Hong Diep Nguyen (2011)

Fast Reproducible Floating-Point Summation. - James Demmel; Hong Diep Nguyen (IEEE Symposium on Computer Arithmetic, 2013)

Numerical Reproducibility and Accuracy at ExaScale. - James Demmel; Hong Diep Nguyen (IEEE Symposium on Computer Arithmetic, 2013)

Precimonious: tuning assistant for floating-point precision. - Cindy Rubio-González; Cuong Nguyen 001; Hong Diep Nguyen; James Demmel; William Kahan; Koushik Sen; David H. Bailey; Costin Iancu; David Hough 001 (SC, 2013)

Reconstructing Householder Vectors from Tall-Skinny QR. - Grey Ballard; James Demmel; Laura Grigori; Mathias Jacquelin; Hong Diep Nguyen; Edgar Solomonik (IPDPS, 2014)

Reproducible Tall-Skinny QR. - Hong Diep Nguyen; James Demmel (ARITH, 2015)

Reconstructing Householder vectors from Tall-Skinny QR. - Grey Ballard; James Demmel; Laura Grigori; Mathias Jacquelin; Nicholas Knight; Hong Diep Nguyen (J. Parallel Distributed Comput., 2015)

Parallel Reproducible Summation. - James Demmel; Hong Diep Nguyen (IEEE Trans. Computers, 2015)

Algorithms for Efficient Reproducible Floating Point Summation. - Willow Ahrens; James Demmel; Hong Diep Nguyen (ACM Trans. Math. Softw., 2020)