Soft materials often exhibit a distinctive power-law viscoelastic response arising from broad
distribution of time-scales present in their complex internal structure. A promising tool to …

Cancer is a complex disease, responsible for a significant portion of global deaths. The
increasing prioritisation of know-why over know-how approaches in biological research has …

The subject of fractional calculus and its applications (that is, convolution-type pseudo-
differential operators including integrals and derivatives of any arbitrary real or complex …

In this chapter, we introduce notations, definitions, and preliminary facts that will be used in
the remainder of this book. Some notations and definitions from the fractional calculus, some …

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In this paper, we introduce a unified fractional derivative, defined by two parameters (order
and asymmetry). From this, all the interesting derivatives can be obtained. We study the one …

In applied sciences and engineering, partial differential equations (PDE) of integer and non-
integer order play a crucial role. It can be challenging to determine these equations' exact …

This paper presents the continuous-time fractional linear systems and their main properties.
Two particular classes of models are introduced: the fractional autoregressive-moving …

In this study, a novel Lyapunov function-based robust nonlinear proportional–integral (PI)-
type controller for regulating the output voltage of the direct current to direct current (DC–DC) …

In this paper, some myths associated to the initial condition problem are studied and
demystified. It is shown that the initial conditions provided by the one-sided Laplace …