Titlebook: An Introduction to Anomalous Diffusion and Relaxation; Luiz Roberto Evangelista,Ervin Kaminski Lenzi Textbook 2023 The Editor(s) (if appli

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Wolfgang Hach,Viola Hach-Wunderleo build their mathematical description, emphasizing the approaches of Einstein?and Langevin. The treatment of Einstein?is extended and reformulated as a way to obtain new nonlinear diffusion?equations. This is done by exploring different functional forms of the jumping probability. After presenting

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Die Rhetorik der Deutschlandpolitikh to the classical random walks or random flights problem. Then, a generalization of the random walk, starting from a nonlinear diffusion equation (or nonlinear Fokker-Planck equation), is investigated, creating the conditions to discuss the central limit theorem?and a kind of its generalization. In

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Die Spondylarthritis ankylopoetica,amental solution for the space-time fractional diffusion equation?involving the Caputo?operator in the time derivatives and the Riesz–Feller operator?in the space derivative. The solution of the Cauchy problem?can be expressed in terms of a Mellin–Barnes?representation for the Green’s function. Subs

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https://doi.org/10.1007/978-3-662-66417-9ions are obtained to investigate the time evolution of the initial conditions and the asymptotic behavior in two-, three-, and non-integer dimensions as a tool to handle the anomalous spreading?of the wave function?and the anomalous behavior?of the underlying diffusive process. The problem of quantu