title: Stochastic webs and continuum percolation in quasiperiodic media.
abstract: We report the results of an analytical and numerical study of the contour line and surface geometry in two models of continuum percolation with quasiperiodic properties. Both the fractal dimension of long isolines and the scaling coefficient nu are determined analytically for the two-dimensional percolation problem. The scaling characteristics of the isosurfaces of the three-dimensional potential function with an icosahedral symmetry are obtained using computer graphic representation.
authors.affiliation: Department of Physics and Engineering Physics, Stevens Institute of Technology, Hoboken, New Jersey 07030East-West Space Science Center, The University of Maryland, College Park, Maryland 20742.
authors.forename: A. A.
authors.initials: AA
authors.lastname: Chernikov
authors.forename: A. V.
authors.initials: AV
authors.lastname: Rogalsky