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

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9 papers · 1 filter

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…

math.DS2015

Dynamics of $z_{n + 1} = \frac{α + α z _{n} + β z _{n - 1}}{1 + z _{n}}$ in Complex Plane

Sk. Sarif Hassan

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

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 zn+1​=1+zn​α+αzn​+βzn−1​​ in Complex Plane

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

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

Dynamics of $z_{n + 1} = \frac{α + α z _{n} + β z _{n - 1}}{1 + z _{n}}$ in Complex Plane