S. S. Hassan

activity

20092021

most citedOn the Interesting World of Fractals and Their Applications to Music

1 citations · 4 across the 14 of their papers we have counts for

collaborators

16 papers

q-bio.PE2021

Fractality in a delayed-prey-predator ecological system with Allee effects

Sujay Goldar, Sk. Sarif Hassan

A delayed, discrete-time, prey-predator model with Allee effects imposed on prey and predator populations is defined, and dynamics of the system is characterized computationally. T…

math.DS2017

Two Dimensional Discrete Dynamics of Integral Value Transformations

Jayanta Kumar Das, Sudhakar Sahoo, Sk. Sarif Hassan +1

A notion of dimension preservative map, \textit{Integral Value Transformations} (IVTs) is defined over $N^{k}$ using the set of $p$ -adic functions. Thereafter, two dimension…

math.DS2016

Dynamics of the complex rational delay recursive sequence $z_{n + 1} = \frac{α + β z _{n - k}}{γ - z _{n}}$

Sk. Sarif Hassan

Dynamics of the delay rational difference equation $z_{n + 1} = \frac{α + β z _{n - k}}{γ - z _{n}}$ with complex parameters $α$ , $β$ , $γ$ and arbitrary complex initial conditio…

math.DS2016

Computational Complex Dynamics Of The Discrete Lorenz System

Sk Sarif Hassan

The dynamics of the classical Lorenz system is well studied in $1963$ by E. N. Lorenz. Later on, there have been an extensive studies on the classical Lorenz system with the comple…

math.DS2016

Computational Complex Dynamics of $f_{α, β, γ, δ} (z) = \frac{α z + β}{γ z ^{2} + δ z}$

Sk. Sarif Hassan

The dynamics of the family of maps $f_{α, β, γ, δ} (z) = \frac{α z + β}{γ z ^{2} + δ z}$ in complex plane is investigated computationally. This dynamical system $z_{n+1}=f_{α,…

math.DS2016

Complex Dynamics of a Second Order Rational Difference Equation

Sk Sarif Hassan, Anupam Bhandari

The dynamics of the second order rational difference equation $z_{n + 1} = \frac{α + z _{n - 1}}{β z _{n} + z _{n - 1}}$ with the real parameter $α$ , $β$ and arbitrary non-negative…

Fractality in a delayed-prey-predator ecological system with Allee effects

Two Dimensional Discrete Dynamics of Integral Value Transformations

Dynamics of the complex rational delay recursive sequence zn+1​=γ−zn​α+βzn−k​​

Computational Complex Dynamics Of The Discrete Lorenz System

Computational Complex Dynamics of fα,β,γ,δ​(z)=γz2+δzαz+β​

Complex Dynamics of a Second Order Rational Difference Equation

Dynamics of the complex rational delay recursive sequence $z_{n + 1} = \frac{α + β z _{n - k}}{γ - z _{n}}$

Computational Complex Dynamics of $f_{α, β, γ, δ} (z) = \frac{α z + β}{γ z ^{2} + δ z}$