Supriya Pisolkar

collaborators

3 papers

math.NT2026

Power Integral Bases in Polynomial Compositions

Aakash Choudhary, Supriya Pisolkar, Prabhakar Yadav

In this paper, we study the monogeneity of a special class of composed polynomials of the form $(f \circ g) (x) = (x^{m} + c)^{n} + a (x^{m} + c)^{n - 1} + d (x^{m} + c)^{n - 2} + b,$ where \( f…

math.NT2026

A universal construction of $p$ -typical Witt vectors of associative rings

Supriya Pisolkar, Biswanath Samanta

For a prime $p$ and an associative ring $R$ with unity, there are various constructions of $p$ -typical Witt vectors of $R$ , all of which specialize to the classical $p$ -typical Wit…

math.NT2026

A universal group-theoretic characterisation of $p$ -typical Witt vectors

Supriya Pisolkar, Biswanath Samanta

For a prime $p$ and a commutative ring $R$ with unity, let $W (R)$ denote the group of $p$ -typical Witt vectors. The group $W (R)$ is endowed with a Verschiebung operator $V: W(R)\to…

Power Integral Bases in Polynomial Compositions

A universal construction of p-typical Witt vectors of associative rings

A universal group-theoretic characterisation of p-typical Witt vectors

A universal construction of $p$ -typical Witt vectors of associative rings

A universal group-theoretic characterisation of $p$ -typical Witt vectors