Fractional calculus is at this stage an arena where many models are still to be introduced,
discussed and applied to real world applications in many branches of science and …

This research study focuses on the analytical behavior and numerical computation of the
fractional order Ebola model. In this study we have calculated the conditions for the …

In this paper, we want to demonstrate a set of “universal” parameters that help to read
quantitatively any trendless sequence (TLS). This set will be very useful in order to select the …

A new method based on the so-called discrete geometrical invariants (DGIs) is proposed to
highlight the statistical differences between random sequences that can be presented in the …

In this chapter, a general concept for the consideration of any reproducible data, measured
in many experiments, in one unified scheme is proposed. In addition, it has been …

Based on the recent results obtained in papers it has become possible to create an original
theory for the quantitative detection/description of different electrode states in …

Проведен сравнительный анализ возможностей метода гистограмм и метода
последовательности ранжированных амплитуд при статистической параметризации …

In this paper, we focus on the generalization of the Hurst empirical law and suggest a set of
reduced parameters for quantitative description of long-time series. These series are usually …

In this paper, we apply the statistics of the fractional moments (SFM) and discrete
geometrical sets/invariants (DGI) for explain of the temporal evolution of the electrochemical …

This research study focuses on the analytical behavior and numerical computation of the
fractional order Ebola model. In this study we have calculated the conditions for the …