Invariance properties of bacterial random walks in complex structures

HIGHLIGHTS

  • who: Giacomo Frangipane from the Institut have published the Article: Invariance properties of bacterial random walks in complex structures, in the Journal: NATURE COMMUNICATIONS NATURE COMMUNICATIONS
  • what: In Fig 1c the authors report as solid circles the experimental values of the mean path lengths as a function of the number of obstacles.

SUMMARY

    In striking contrast, a recently rediscovered invariance property of random walks implies that the average path length inside a closed domain of arbitrary shape is only proportional to the volume to surface ratio with a numerical prefactor that . . .

     

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