This is the third essay advocating the use the (non-integer) fractional calculus (FC) to
capture the dynamics of complex networks in the twilight of the Newtonian era. Herein, the …

Experimental time series often contain bad segments that arise from artifacts, changes in
experimental conditions, or failures in recording equipment. Such segments are usually …

We propose an extension of the detrended cross-correlation analysis (DCCA) for signals
with highly inhomogeneous structure. The proposed approach evaluates two scaling …

The scaling properties of complex processes may be highly influenced by the presence of
various artifacts in experimental recordings. Their removal produces changes in the …

The responses of cerebral circulation to an abrupt increase in blood pressure caused by
pharmacologically induced hypertension are compared by means of multiresolution wavelet …

We investigate stochastic processes possessing scale invariance properties which we refer
to as multifractal processes. The examples of such processes known so far do not go much …

Based on the laser speckle contrast imaging (LSCI) and the multiscale entropy (MSE), we
study in this work the blood flow dynamics at the levels of cerebral veins and the …

In this paper we discuss an approach for mechanism-related analysis of physiological
signals performed with the wavelet-based multifractal formalism. This approach assumes …

Synchronization between cerebral and peripheral circulation at the pre-stroke stage is
discussed in newborn rats using a model of stress-induced hemorrhagic stroke. It is …