subdiffusiegedrag
Subdiffusiegedrag refers to anomalous diffusion processes where the mean squared displacement of particles grows sublinearly with time, typically as $ \langle x^2(t) \rangle \sim t^\alpha $ with $ \alpha < 1 $. This behavior is observed in a variety of complex systems, deviating from the classic Brownian motion where $ \alpha = 1 $.
Common physical systems exhibiting subdiffusion include crowded environments, porous media, and biological systems like the cytoplasm
Mathematical models used to describe subdiffusion include the fractional Brownian motion and the continuous time random
Experimental techniques for observing subdiffusion involve tracking the trajectories of individual particles, such as fluorescently labeled