Anupam Singh

most citedGenerating functions for the powers in

GL (n, q)

5 citations · 5 across the 2 of their papers we have counts for

collaborators

3 papers

math.RA2026

Images of Lie Polynomials on simple Lie algebras

Harish Kishnani, Anupam Singh

A Lie polynomial is an element of a free Lie algebra $F_{k}$ on $k$ -generators, which defines a Lie map on a given Lie algebra $L$ , by substituting $k$ -elements of $L$ . Simi…

math.RA2026

Polynomial Maps with Constants on Matrix Algebra

Prachi Saini, Anupam Singh

Let $A$ be an $F$ -algebra and $ω \in A ⟨ x_{1}, \dots, x_{m} ⟩$ which defines a map $A^{m} \to A$ by evaluation, called a p…

math.GR2020★ 5 cited

Generating functions for the powers in $GL (n, q)$

Rijubrata Kundu, Anupam Singh

Consider the set of all powers $GL (n, q)^{M} = {x^{M} ∣ x \in GL (n, q)}$ for an integer $M \geq 2$ . In this article, we aim to enumerate the regular, regular semisimpl…

Images of Lie Polynomials on simple Lie algebras

Polynomial Maps with Constants on Matrix Algebra

Generating functions for the powers in GL(n,q)

Generating functions for the powers in $GL (n, q)$