I am a Ph.D. graduated in May 2024 in Mathematics at The University of Alabama, Tuscaloosa. I also earned a Master's degree in Optimization and Statistics at Wayne State University, Detroit, Michigan in 2018.
From Oct 2023-May 2024, I was a Data Science Intern in Management Reporting and Business Intelligence team at Volvo Trucks , Greensboro, North Carolina, US.
Currently, I am looking for jobs: Data Science, Statistician, Operation Researcher, Supply Chain and Logistic, Machine Learning Engineering, Quantitative Analysis/Research, and Computational Science
I am interested in both Math and Computer Science. My research interests include high-dimension Optimization,Probability,Statistics problems and their applications in Operation Research, involving Geometry, Graph theory and Random Algorithms such as Monte Carlo methods, Matrix Scaling, Sampling on Convex Bodies, Hight-dimension Convex Geometry,...
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Research Interest:
- Integer Programmings and Combinatorial Optimization
- Monte Carlo Methods, Discrete-time Markov chain
- Random polytopes
- Random walks
- Random matrix theory
- Algorithms for Sampling Convex Bodies
- Hight-dimension Convex Geometry
- Matrix Scaling, Tensor problems, Tensor Normal Models and Orbit-Closure-Separation problems which surprisingly very closed to P
$\ne$ NP problem in pure Computer Science (see Avi Wigderson ICM talk) - Spectral graph theory
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Publications:
- Son Dang Nguyen, Constrained Fermat-Torricelli-Weber Problem in real Hilbert Spaces.
- Son Dang Nguyen, Ervin, Tucker J.; Jackson, Blake; Lane, Jay; Lee, Kyungyong; O'Donohue, Jack; Vaughan, Michael., Permutations whose reverse shares the same recording tableau in the RS correspondence, SΓ©m. Lothar. Combin. 86 (2022)
- Son Dang Nguyen, A proof of Lee-Lee's conjecture about geometry of rigid modules, J. Algebra 611 (2022), 422-434.