This paper introduces new meta-heuristic optimization algorithms for extracting the parameters of the Cole-impedance model
Chaotic Flower Pollination and Grey Wolf Algorithms for parameter extraction of bio-impedance models
Precise parameter extraction of the bio-impedance models from the measured data is an important factor to evaluate the physiological changes of plant tissues
Fractional chaos maps with flower pollination algorithm for chaotic systemsÂ’ parameters identification
Meta-heuristic optimization algorithms are the new gate in solving most of the complicated nonlinear systems
Numerical Simulations and FPGA Implementations of Fractional-Order Systems Based on Product Integration Rules
Product integration (PI) rules are well known numerical techniques that are used to solve differential equations of integer and, recently, fractional orders
On the Analysis and Design of Fractional-Order Chebyshev Complex Filter
This paper introduces the concept of fractional-order complex Chebyshev filter
FPGA implementation of two fractional order chaotic systems
This paper discusses the FPGA implementation of the fractional-order derivative as well as two fractional-order chaotic systems where one of them has controllable multi-scroll attractors
Transient and Steady-State Response of a Fractional-Order Dynamic PV Model under Different Loads
In this paper, a fractional-order dynamic model of the photovoltaic (PV) solar module is introduced
Optimal charging of fractional-order circuits with Cuckoo search
Introduction: Optimal charging of RC circuits is a well-studied problem in the integer-order domain due to its importance from economic and system temperature hazards perspectives
A Grunwald–Letnikov based Manta ray foraging optimizer for global optimization and image segmentation
This paper presents a modified version of Manta ray foraging optimizer (MRFO) algorithm to deal with global optimization and multilevel image segmentation problems
Approximation of the fractional-order laplacian S? as a weighted sum of first-order high-pass filters
A new approximation method of the fractional-order Laplacian operator s? is introduced