H. Ganguli

most citedSign Changes of the Liouville function on quadratics

3 citations · 3 across the 2 of their papers we have counts for

collaborators

2 papers

math.NT2012

On the equation $f (g (x)) = f (x) h^{m} (x)$ for composite polynomials

Himadri Ganguli, Jonas Jankauskas

In this paper we solve the equation $f (g (x)) = f (x) h^{m} (x)$ where $f (x)$ , $g (x)$ and $h (x)$ are unknown polynomials with coefficients in an arbitrary field $K$ , $f (x)$ is non-constant…

math.NT2011★ 3 cited

Sign Changes of the Liouville function on quadratics

Peter Borwein, Stephen K. K. Choi, Himadri Ganguli

Let $λ (n)$ denote the Liouville function. Complementary to the prime number theorem, Chowla conjectured that \vspace{1mm} \noindent {\bf Conjecture (Chowla).} {\em \begin{equation}…

On the equation f(g(x))=f(x)hm(x) for composite polynomials

Sign Changes of the Liouville function on quadratics

On the equation $f (g (x)) = f (x) h^{m} (x)$ for composite polynomials