activity
20192025
most citedOn the Perron root and eigenvectors associated with a subshift of finite type

5 citations · 7 across the 6 of their papers we have counts for

collaborators

6 papers

math.DS2025

A note on the perturbations of subshifts

Haritha Cheriyath

In this paper, we consider different classes of subshifts and study their perturbations obtained by forbidding sequences that contain a given word as a subword. We show that the pe…

math.DS2025

Asymptoticity, automorphism groups and strong orbit equivalence

Haritha Cheriyath, Sebastián Donoso

Given any strong orbit equivalence class of minimal Cantor systems and any cardinal number that is finite, countable, or the continuum, we show that there exists a minimal subshift…

math.DS2024

On Escape rate for subshift with Markov measure

Nikita Agarwal, Haritha Cheriyath, Sharvari Neetin Tikekar

In this paper, we consider a subshift of finite type with Markov measure. By considering a union of cylinders as holes, we investigate the exponential growth rate of measure of poi…

math.DS2022

A combinatorial approach to study subshifts associated with multigraphs

Nikita Agarwal, Haritha Cheriyath, Sharvari Neetin Tikekar

A subshift of finite type over finitely many symbols can be described as a collection of all infinite walks on a digraph with at most a single edge from a vertex to another. The as…

math.DS2020★ 5 cited

On the Perron root and eigenvectors associated with a subshift of finite type

Haritha Cheriyath, Nikita Agarwal

In this paper, we describe the relationship between the Perron root and eigenvectors of an irreducible subshift of finite type with the correlation between the forbidden words in t…

math.DS2019★ 2 cited

Subshifts of Finite Type with a Hole

Haritha Cheriyath, Nikita Agarwal

This paper examines the relationship between the escape rate and the minimal period of the hole. We consider a subshift of finite type on symbols with a union of cylinders…