Doctoral Student in Mathematics at Auburn University
Hello! I am a fourth year Ph.D. student in Mathematics at Auburn University, Alabama, USA, working on Matroid Theory. My Ph.D. supervisor is Dr. Zach Walsh.
Previously, I completed my Masters Degree from Tezpur University, India. My Bachelor Degree was from Chennai Mathematical Institute, India,
where I completed a dual degree in Mathematics and Computer Science.
My current research interest lies in the structural and extremal problems in Matroid Theory and Graph Theory.
(with J. D. Clifton, Z. Walsh) The unbreakable quasi-graphic matroids
Quasi-graphic matroids generalize both frame and lift matroids, which in turn generalize graphic matroids. This paper gives a complete characterization of the 3-connected unbreakable quasi-graphic matroids. A connected matroid is unbreakable if it remains connected after contracting any flat. The class of quasi-graphic matroids have been structurally studied by Bowler, Funk, Slilaty.
