This paper presents a generalized post-processing technique for enhancing the pseudorandomness of digital chaotic oscillators through a nonlinear XOR-based operation with rotation and feedback
Fully digital jerk-based chaotic oscillators for high throughput pseudo-random number generators up to 8.77 Gbits/s
This paper introduces fully digital implementations of four different systems in the 3rd order jerk-equation based chaotic family using the Euler approximation
Analysis of bus width and delay on a fully digital signum nonlinearity chaotic oscillator
This paper introduces the first fully digital implementation of a 3rd order ODE-based chaotic oscillator with signum nonlinearity
Fully digital 1-D, 2-D and 3-D multiscroll chaos as hardware pseudo random number generators
This paper introduces the fully digital implementation of a 1-D multiscroll chaos generator based on a staircase nonlinearity in the 3rd-order jerk system using the Euler approximation
Secure DS-CDMA spreading codes using fully digital multidimensional multiscroll chaos
This paper introduces a generalized fully digital hardware implementation of 1-D, 2-D and 3-D multiscroll chaos through sawtooth nonlinearities in a 3rd order ODE with the Euler approximation, wherein low-significance bits pass all NIST SP
On the short-term predictability of fully digital chaotic oscillators for pseudo-random number generation
This paper presents a digital implementation of a 3rd order chaotic system using the Euler approximation
Fibonacci-based hardware post-processing for non-autonomous signum hyperchaotic system
This paper presents a hardware implementation of a robust non-autonomous hyperchaotic-based PRNG driven by a 256-bit LFSR