AN APPROACH TO STUDY OF METHODS FOR URBAN ANALYSIS AND URBAN FABRIC RENEWAL IN OBSERVATION OF A CITY AS A MULTIPLE FRACTAL STRUCTURE

An approach to study of methods for urban analysis and urban fabric renewal in observation of a city as a multiple fractal structure

An approach to study of methods for urban analysis and urban fabric renewal in observation of a city as a multiple fractal structure

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Urban forms and processes can be observed as fractal structures since in their seemingly chaotic development and complexity it can be noticed an internal order and regularity, which could be quantified and described by the methods of fractal analysis.With determination of fractal dimension it is possible to quantify the level of irregularity, the complexity and hierarchy of the urban structures, as dolcetto wafer cookies well as the level of urban transformations in various time intersections.The fractal geometry method has been used in analyses of spatial distribution of population, networks and utilities because it corresponds more than deterministic methods to the nature of urban settlements as open, non-linear and dynamic systems.In that sense, fractal geometry becomes the means to grasp a complex morphological urban structure of urban settlements in general, the interrelationships between the inner spatial elements, and to predict future development possibilities.Moreover on the basis of urban pattern analysis by means of fractal geometry, it is possible to evaluate the growth and development process and vizio m-series elevate 5.1.2 immersive sound bar to perform a comparative analysis of development in spatially and temporarily different settlement settings.

Having in view that complex urban fabric presumes tight connections and diversity, which is in contrast to sprawl and monotony which increasingly characterize urban growth and development, this paper is a contribution to research of potential for modern urban settlements to regain the spirit of spontaneity and human dimension through application of development models that are fractal geometry based.

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