This paper introduces the concept of fractional-order complex Chebyshev filter
Fractional-order multi-phase oscillators design and analysis suitable for higher-order PSK applications
Recently, multi-phase oscillator design witnesses a lot of progress in communication especially phase shift keying based systems
CCII based fractional filters of different orders
This paper aims to generalize the design of continuous-time filters to the fractional domain with different orders and validates the theoretical results with two different CCII based filters
Fractional-order impedance transformation based on three port mutators
Due to the importance of the mutators for active circuit realizations, this paper investigates different three port mutator circuits that can be used to implement a floating impedance
Analysis and Design of Fractional-order Low-pass Filter with Three Elements of Independent Orders
This paper studies a new fractional-order form for the active low-pass filter
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
An Improved Approximation of Grunwald-Letnikov Fractional Integral
Fractional calculus increases the flexibility of a system by studying the unexplored space between two integers
An Optimized Implementation of GL Fractional-Order
An alternative implementation of of fractional derivative/integral defined by Grunwald-Letnikov definition (GL) is introduced
Elmore delay in the fractional order domain
Interconnect design has recently become one of the important factors that affect the circuit delay and performance especially in the deep submicron technology