Kirthana Rajasekar

collaborators

2 papers

math.DS2025

Negative Lyapunov exponent of circle maps forced by expanding circle endomorphisms

Kirthana Rajasekar

We study maps on the torus $T^{2}$ that are of the form $F (x, y) = (b x, f_{x} (y))$ , where $b \geq 2$ is an integer. We establish an open class of $C^{1}$ -maps, with $f_{x} (y)$ that…

math.DS2020

Simultaneous Action of Finitely Many Interval Maps: Some Dynamical and Statistical Properties

Aswin Gopakumar, Kirthana Rajasekar, Shrihari Sridharan

In this paper, we consider finitely many interval maps simultaneously acting on the unit interval $I = [0, 1]$ in the real line $R$ ; each with utmost finitely many jump di…