We show that rocky shorelines with fractal dimension 4/3 are conformally invariant curves by measuring the statistics of their winding angles from global high-resolution data. Such coastlines are thus statistically equivalent to the outer boundary of the random walk and of percolation clusters. A simple model of coastal erosion gives an explanation for these results. Conformal invariance allows also to predict the highly intermittent spatial distribution of the flux of pollutant diffusing ashore. Copyright 2008 by the American Geophysical Union
By applying fractal geometry to Italy’s coastline, with its differing geology and geomorphology, we ...
This article examines fractals with reference to random models of natural surfaces, highlighting the...
Studies over the past decade have reported power-law distributions for the areas of terrestrial lake...
AbstractThe geometry of coastlines, based on an empirical study by Lewis Richardson, is presented as...
Low‐lying, wave‐dominated, sandy coastlines can exhibit high rates of shoreline change that may impa...
A minimal model for the self-stabilized fractality of seacoasts through damped erosion was analyzed....
Sandbars, submerged ridges of sand parallel to the shoreline, tend to develop crescentic patterns wh...
The fractal dimensions of China's coastlines are preliminarily discussed on the basis of GIS in...
International audienceWe investigated the variability of shoreline position of three adjacent pocket...
Nearshore sandbars are characteristic features of sandy surf zones and have been observed with a var...
Previous fractal analyses of shoreline roughness have measured the fractal dimension of long segment...
Fractal theory was applied to a preliminary discussion of the fractal character and formation mechan...
Surface drifter observations in coastal oceans display turbulence, but this turbulence often varies ...
The size of large cliff failures may be described in several ways, for instance considering the hori...
We highlight the fractal behaviour of marine measurement networks when determining the Earth's total...
By applying fractal geometry to Italy’s coastline, with its differing geology and geomorphology, we ...
This article examines fractals with reference to random models of natural surfaces, highlighting the...
Studies over the past decade have reported power-law distributions for the areas of terrestrial lake...
AbstractThe geometry of coastlines, based on an empirical study by Lewis Richardson, is presented as...
Low‐lying, wave‐dominated, sandy coastlines can exhibit high rates of shoreline change that may impa...
A minimal model for the self-stabilized fractality of seacoasts through damped erosion was analyzed....
Sandbars, submerged ridges of sand parallel to the shoreline, tend to develop crescentic patterns wh...
The fractal dimensions of China's coastlines are preliminarily discussed on the basis of GIS in...
International audienceWe investigated the variability of shoreline position of three adjacent pocket...
Nearshore sandbars are characteristic features of sandy surf zones and have been observed with a var...
Previous fractal analyses of shoreline roughness have measured the fractal dimension of long segment...
Fractal theory was applied to a preliminary discussion of the fractal character and formation mechan...
Surface drifter observations in coastal oceans display turbulence, but this turbulence often varies ...
The size of large cliff failures may be described in several ways, for instance considering the hori...
We highlight the fractal behaviour of marine measurement networks when determining the Earth's total...
By applying fractal geometry to Italy’s coastline, with its differing geology and geomorphology, we ...
This article examines fractals with reference to random models of natural surfaces, highlighting the...
Studies over the past decade have reported power-law distributions for the areas of terrestrial lake...