Snehinh Sen

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About

I am a PhD third year student under A/Prof. James Borger. I am primarily interested in algebra, algebraic geometry, and number theory, both from a theoretic and computational viewpoint. I am also an avid puzzle enthusiast and music lover.

I am primarily interested to understand the foundations of algebraic theories and explore how they can be encoded and simplified in certain special cases. This curiosity has led me to explore different topics in local number theory, arithmetic geometry, and the theory of semirings.
 

Affiliations

  Groups

Research interests

A brief list of my research interests are:
  • Semirings.
  • Algebraic and Arithmetic Geometry.
  • Commutative Algebra.
  • Algebraic Number Theory.
  • p-adic Methods in Geometry and Number Theory.
  • Coxeter Theory and Applications.

Location

Room 2.62, Hanna Neumann Building 145

Publications