Sneh Bala Sinha

collaborators

2 papers

math.NT2021

Extension of Laguerre polynomials with negative arguments II

T. N. Shorey, Sneh Bala Sinha

For $n \geq 3$ and $s \leq 92$ , it is proved in \cite{ShSi} that, except for finitely many pairs $(n, s), G_{1} (x) = G_{1} (x, n, s)$ is either irreducible or linear factor times an ir…

math.NT2021

Extension of Laguerre polynomials with negative arguments

T. N. Shorey, Sneh Bala Sinha

We consider the irreducibility of polynomial $L_{n}^{(α)} (x)$ where $α$ is a negative integer. We observe that the constant term of $L_{n}^{(α)} (x)$ vanishes if and only if $n \geq…