Robledo Ardila, Pedro AgustínDurán Valsero, Juan JoséGumiel Garrido, P.2014-11-212014-11-212001http://hdl.handle.net/10272/9406Recent studies have focused on the fractal geometry techniques to study the karst phenomenon applying a fractal method to this matter. In this paper, we study the spatial distribution of paleokarst collapse structures at Mallorca island. The paleofeatures are located on the carbonate platform to the east cost of Mallorca island. The paleostructures were mapped a scale 1:25.000. Data of straight distances between paleocollapses along the coastline were recorded on a traverse (scan line) and the number of events are related to the distance by a power law equation N where N is the number of paleocollapses and d is the distance. The exponent D (d) = 0,89 is the fractal dimension of the distance distribution showing a good fit in a 30 m - 600 m rangespaAtribución-NoComercial-SinDerivadas 3.0 Españahttp://creativecommons.org/licenses/by-nc-nd/3.0/es/Fractal dimensionMallorcaPaleokarstUpper Miocenejournal articleopen access