Well-Rounded ideal lattices of cyclic cubic and quartic fields, with Dat T. Tran and Ha T. N. Tran, Communications in Mathematics, Vol. 31, Issue 2 (Oct 18, 2023).  

Arxiv Journal 

Well-rounded twists of ideal lattices from imaginary quadratic fields, with Dat T. Tran and Ha T. N. Tran, Journal of Algebra and Its Applications, Vol. 21, No. 07, 2250133 (2022). 

Arxiv Journal 

Well-rounded twists of the ring of integrers of cyclic cubic fields, with Dat T. Tran, Ha T. N. Tran and Dave Karpuk, submitted.  

Arxiv 

• Well-Rounded Ideal Lattices of Biquadratic and Pure Cubic Fields with Nam H. Le, Morgan Smith, and Ha T. N. Tran. 

July 2025 – Present 

• Well-Rounded Twists of Lattices in ℝ³ with Dave Karpuk, Nam H. Le, and Ha T. N. Tran. 

July 2023 – June 2025

• Well-Rounded Ideals of Cubic and Quartic Fields with Nam H. Le and Ha T. N. Tran.
  June 2021 – April 2023
  
  

• On Norm Euclidean Tri-Quadratic Fields with Amy Feaver, Nam H. Le, and Ha T. N. Tran.
  May 2020 – February 2021
   

• Well-Rounded Twists of Quadratic Fields with Nam H. Le and Ha T. N. Tran.
  January 2020 – June 2020
   

1. Introduction to Commutative algebra, by Michael Francis Atiyah, I McDonald

https://drive.google.com/file/d/1JbalWQXSQZRoolzR6j4uhtouY8GODRqg/view?usp=sharing

2. Group theory, W.R Scott

https://drive.google.com/file/d/1pEsK-aRWkkBO1-wy7IKHT6OTCNnTpPrW/view?usp=sharing