S. Krishnamoorthy

collaborators

2 papers

math.NT2026

Consecutive pure fields of the form $Q (l a)$ with large class numbers

Jishu Das, Srilakshmi Krishnamoorthy

Let $l$ be a rational prime greater than or equal to $3$ and $k$ be a given positive integer. Under a conjecture due to Langlands and an assumption on upper bound for the regulator…

math.NT2025

On an indivisibility version of Iizuka's conjecture

Muneeswaran R, Srilakshmi Krishnamoorthy, Subham Bhakta

Iizuka's conjecture predicts that, given $m \in N$ and a prime $p$ , there exists infinitely many integers $n$ such that the class numbers of \textit{all} of the following…

Consecutive pure fields of the form Q(la​) with large class numbers

On an indivisibility version of Iizuka's conjecture

Consecutive pure fields of the form $Q (l a)$ with large class numbers