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José Javier Ramasco

Publications and source records attributed to José Javier Ramasco.

2 recordsLinked to original sources

Mobility energetic balance frames spatial configuration of cities

Urban spatial configurations emerge as the result of interactions between citizens' activities, movements and the landscape. Topography forms part of the physical settings through which mobility occurs, influencing movement energetic requirements. Using road networks, elevation data and mobility flows inferred from geolocated records, we define a simplified comparative measure of movement energy and test how it changes when the observed urban configuration is translated, rotated or rescaled within its topographic setting while mobility demand is held fixed. Across 56 cities, observed configurations consistently show lower movement energy requirements than most of the alternative configurations examined. This recurrent pattern reveals a measurable relationship between topography and urban spatial organization and is compatible with cumulative adaptation among urban structure, mobility and terrain. These findings add an energetic dimension to our understanding of how topography relates to urban spatial organization and provide an empirical basis for considering terrain-related movement requirements when evaluating future urban growth and densification.

physics.soc-ph↗

Complex networks renormalization: flows and fixed points

Recently, it has been claimed that some complex networks are self-similar under a convenient renormalization procedure. We present a general method to study renormalization flows in graphs. We find that the behavior of some variables under renormalization, such as the maximum number of connections of a node, obeys simple scaling laws, characterized by critical exponents. This is true for any class of graphs, from random to scale-free networks, from lattices to hierarchical graphs. Therefore, renormalization flows for graphs are similar as in the renormalization of spin systems. An analysis of classic renormalization for percolation and the Ising model on the lattice confirms this analogy. Critical exponents and scaling functions can be used to classify graphs in universality classes, and to uncover similarities between graphs that are inaccessible to a standard analysis.

physics.soc-ph↗