☆ 4.5 Editorial Material

Special Issue: Symmetry in Nonequilibrium Statistical Mechanics and Dynamical Systems

SYMMETRY-BASEL (2022)

Lyapunov Functions and Lipschitz Stability for Riemann-Liouville Non-Instantaneous Impulsive Fractional Differential Equations

Ravi Agarwal et al.

Summary: This paper investigates a system of nonlinear Riemann-Liouville fractional differential equations with non-instantaneous impulses. The study defines a generalization of classical Lipschitz stability for the given system and derives several sufficient conditions for the defined stability. The theoretical results are illustrated through several examples.

SYMMETRY-BASEL (2021)

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Article Multidisciplinary Sciences

An Efficient Mechanism to Solve Fractional Differential Equations Using Fractional Decomposition Method

Mahmoud S. Alrawashdeh et al.

Summary: The study presents the importance of the fractional decomposition method (FDM) in dealing with fractional calculus applications and the significance of using Caputo derivative for including traditional conditions in problem formulation. The study also outlines the significant features of FDM.

SYMMETRY-BASEL (2021)

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Article Multidisciplinary Sciences