Abhishek Jha

activity

20182021

most citedTowards Automatic Face-to-Face Translation

130 citations · 131 across the 6 of their papers we have counts for

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math.NT2021

On the Least Common Multiple of Polynomial Sequences at Prime Arguments

Ayan Nath, Abhishek Jha

Cilleruelo conjectured that if $f \in Z [x]$ is an irreducible polynomial of degree $d \geq 2$ then, $lo g lcm {f (n) ∣ n < x} \sim (d - 1) x lo g x .$ In this artic…

math.NT2021★ 1 cited

On terms in a dynamical divisibility sequence having a fixed G.C.D with their indices

Abhishek Jha

Let $F$ and $G$ be integer polynomials where $F$ has degree at least $2$ . Define the sequence $(a_{n})$ by $a_{n} = F (a_{n - 1})$ for all $n \geq 1$ and $a_{0} = 0.$ Let $\mathscr{B}_{F,\,G,\,k}…