Anomalous diffusion and non-Gaussian velocity distribution of Hydra cells in cellular aggregates

By A. Upadhyaya, J. Rieu, James A. Glazier, Y. Sawada. 2001

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Generalised information and entropy measures in physics (2009, background): “There are applications outside physics as well, for example in mathematical finance [22], biology [23] and medicine [24].”
Nonadditive entropy and nonextensive statistical mechanics - An overview after 20 years (2009, background): “(iv) The distribution of velocities of cells of Hydra viridissima in solution has been shown to be q-Gaussian [101].”
On a q-Central Limit Theorem Consistent with Nonextensive Statistical Mechanics (2008, background): “This model is particularly interesting because the scaling δ = 2/(3 − Q) was conjectured in [31], and it was verified in various experimental and computational studies [32, 33, 34, 35].”
Nonextensive statistical mechanics: A brief introduction (2003, background): “Examples that have been analyzed include re-association in folded proteins [44], fluxes of cosmic rays [45], turbulence [46–48], finance and economics [49], electron–positron annihilation [50], motion of Hydra cells [51], epilepsy [52], linguistics [53], nuclear physics [54], astrophysics [55], dist”