To achieve the Shannon’s confusion and diffusion properties, an image encryption algorithm should include permutations and substitutions
Voltage-controlled M-M relaxation Oscillator
This paper discusses voltage-controlled M-M relaxation oscillator with analytical and circuit simulations
Double-sided bifurcations in tent maps: Analysis and applications
In the recent decades, applications of chaotic systems have flourished in various fields
Hermite polynomials in the fractional order domain suitable for special filters design
This paper introduces the design procedure for the low pass filter based on Chebyschev polynomials of fractional power of any order
Realizing fractional-order elements using CCII based mutators
In this paper, the generalized analysis of the first Butterworth filter based on two passive elements is introduced in the fractional-order sense
On inverse problem of generalized synchronization between different dimensional integer-order and fractional-order chaotic systems
Chaos is described as a unstable dynamic behavior with dependence on initial conditions
CFOA-Based fractional order simulated inductor
In this paper, a generalized fractional-order form of the simulated inductor using a single current feedback operational amplifier (CFOA) and a fractional-order capacitor is introduced
Series and parallel circuit models containing memristors and inverse memristors
In this paper, we propose a single equation that can be used to describe a circuit that contains series or parallel-connected R, L, C and memristor components in addition to a new element called inverse memristor M
Image encryption algorithms using non-chaotic substitutions and permutations
This paper presents substitution and/or permutation symmetric-key encryption algorithms based on non-chaotic generators
Fractional-order Fitzhugh-Nagumo and Izhikevich neuron models
This paper studies the famous Fitzhugh-Nagumo and Izhikevich neuron models in the fractional-order domain