Three-Dimensional Integrated Circuit Design, Second Eition, expands the original with more
than twice as much new content, adding the latest developments in circuit models …

In this paper, based on the stability theorems in fractional differential equations, a necessary
condition is given to check the existence of 1-scroll, 2-scroll or multi-scroll chaotic attractors …

In this paper, we propose a controller based on active sliding mode theory to synchronize
chaotic fractional-order systems in master–slave structure. Master and slave systems may be …

The aim of this note is to highlight one of the basic differences between fractional order and
integer order systems. It is analytically shown that a time invariant fractional order system …

This work constructs a theoretical framework for the stability analysis of nonlinear fractional-
order systems. A new definition, the generalized Caputo fractional derivative, is proposed for …

Design techniques for three-dimensional (3-D) ICs considerably lag the significant strides
achieved in 3-D manufacturing technologies. Advanced design methodologies for two …

In this letter, a new fractional-order hyperchaotic system is proposed. By utilizing the
fractional calculus theory and computer simulations, it is found that hyperchaos exists in the …

This paper presents a method based on the state observer design for constructing a
chaotically synchronized systems. Fractional-order direct Lyapunov theorem is used to …

In this technical note, fractional-order congestion control systems are introduced for the first
time. In comparison with the conventional integer-order dual congestion control algorithms …

Robust control of fractional-order Liu system is addressed in this paper. The proposed
approach relies on sliding mode control being established on a novel fractional-order …