01165nas a2200157   4500000000100000008004100001100002200042700001900064700002100083245012100104856007100225300001400296490000800310520067500318022001400993       2016                            d1 aTomasz Blachowicz1 aAndrea Ehrmann1 aKrzysztof Domino00aStatistical analysis of digital images of periodic fibrous structures using generalized Hurst exponent distributions  uhttp://www.sciencedirect.com/science/article/pii/S0378437116001795  a167 - 1770 v4523 aAbstract Distinction of diverse two-dimensional periodic structures can be based on a large number of methods and parameters, while the quantitative description of differences between similar samples is usually difficult. This article aims, by the use of statistical random walk in a generalized q-order dimensional space, at introducing a methodology to qualify the networked structures on the basis of exemplary textile samples. The presented results were obtained at 1-bit monochromatic maps obtained from optical microscopic pictures. Significant features of samples were represented by the obtained distributions of Hurst exponents and Shannon entropy calculations.  a0378-4371