This paper presents a series of new results on the asymptotic stability of discrete-time
fractional difference (FD) state space systems and their finite-memory approximations called …

This paper provides a series of new results in both steady‐state accuracy and frequency‐
domain analyses for two Laguerre‐based approximators to the Grünwald‐Letnikov …

This paper presents a series of new results in finite and infinite-memory modeling of discrete-
time fractional differences. The introduced normalized finite fractional difference is shown to …

This paper presents a new implementable strategy for modeling and identification of a
fractional-order discrete-time nonlinear block-oriented SISO Wiener system. The concept of …

This paper presents a series of new results in modeling of the Grünwald‐Letnikov discrete‐
time fractional difference by means of discrete‐time Laguerre filers. The introduced Laguerre …

This paper presents new results on modeling and analysis of dynamics of fractional‐order
discrete‐time linear time‐invariant single‐input single‐output (LTI SISO) systems by means …

This paper presents new results in finite-memory modeling of a discrete-time fractional
derivative. The introduced normalized finite fractional derivative is shown to properly …

This paper presents a new implementable strategy for modeling and identification of a
fractional-order discrete-time block-oriented feedback-nonlinear system. Two different …

This paper presents new results in modeling of linear open-loop stable systems by means of
discrete-time finite fractional orthonormal basis functions, in particular the Laguerre …

This paper addresses the modeling and identification of a fractional-order discrete-time
SISO Laguerre-Wiener system with a pseudo-random binary sequence (PRBS) input. PRBS …