Tries for Polynomials

This post explores the representation and manipulation of polynomials in Haskell, focusing on techniques for encoding polynomials as data structures using lazy lists and tries. It describes various numeric operations, efficient evaluation methods such as Horner’s rule, and advancements towards a functional approach to computing Gröbner bases in noncommutative polynomials. The author shares insights from their implementation and discusses potential applications and areas for further research.