314 research outputs found

    Notes florístiques de les Illes Balears (VII)

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    The passages: actions for the metropolitan city

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    La progressiva construcció d’infraestructures per a la mobilitat i els serveis urbans ha fragmentat la ciutat i el territori creant múltiples obstacles i barreres. Una renovada manera d’actuar en la millora de la ciutat metropolitana contemporània és la d’obrir passatges que permetin superar les discontinuïtats físiques i funcionals i afavorir el lligam, l’articulació d’espais en benefici de la continuïtat de la urbanitat. En el cas de Barcelona, l’anàlisi de barreres metropolitanes ha permès visualitzar llocs potencials per a la millora de la connectivitat urbana i territorial, i desenvolupar la iniciativa del Concurs per obrir passatges convocat el 2015 per l’Àrea metropolitana de Barcelona i l’Institut pour la ville en mouvement.The progressive construction of infrastructures for mobility and urban services has fragmented the city and the territory creating multiple obstacles and barriers. A new way of improving the contemporary metropolitan area is to open passages that overcome the physical and functional discontinuities and to favor the spaces connection and articulation in benefit of the urban continuity. In the case of Barcelona, the analysis of metropolitan barriers has allowed to visualize potential places for the improvement of urban and territorial connectivity and to develop the initiative for the Contest to open Passages convened in 2015 by the Metropolitan Area of Barcelona and the Institut pour la ville en mouvement

    Taller de proyectos: herramientas web competencias transversales (o genéricas)

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    Algorithms for the restricted linear coloring arrangement problem

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    The aim of this project is to develop efficient algorithms for solving or approximating the Minimum Restricted Linear Coloring Arrangement Problem. It is the first approach to its algorithms, and we will face the problem from different perspectives: constraint programming, backtracking, greedy, and genetic algorithms. As a second goal we are interested in providing theoretical results for particular graphs

    Agrandir et remplir

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