This paper presents a generalization of chaotic systems using two-dimensional affine transformations with six introduced parameters to achieve scaling, reflection, rotation, translation and/or shearing
Finite precision logistic map between computational efficiency and accuracy with encryption applications
Chaotic systems appear in many applications such as pseudo-random number generation, text encryption, and secure image transfer
Design of Positive, Negative, and Alternating Sign Generalized Logistic Maps
The discrete logistic map is one of the most famous discrete chaotic maps which has widely spread applications
Generalized smooth transition map between tent and logistic maps
There is a continuous demand on novel chaotic generators to be employed in various modeling and pseudo-random number generation applications
Software and Hardware Implementation Sensitivity of Chaotic Systems and Impact on Encryption Applications
This paper discusses the implementation sensitivity of chaotic systems added to their widely discussed sensitivities to initial conditions and parameter variation
Chaos and bifurcation in controllable jerk-based self-excited attractors
In the recent decades, utilization of chaotic systems has flourished in various engineering applications
Double-sided bifurcations in tent maps: Analysis and applications
In the recent decades, applications of chaotic systems have flourished in various fields
All-Dynamic Synchronization of Rotating Fractional-Order Chaotic Systems
This paper proposes generalized controllable strange attractors through dynamic rotation of fractional-order chaotic systems
Generalized chaotic maps and elementary functions between analysis and implementation
Nonlinear analysis and chaos have many applications in communications, cryptography, and many other fields