Si le paysage appartient au langage commun, la recherche nous montre néanmoins qu'il s'agit d'une notion complexe, alliant des dimensions matérielles et immatérielles. Avec le développement durable, les scientifiques réinterrogent le paysage dans sa globalité au croisement de nombreuses disciplines, des sciences sociales géographie, économie, sociologie, aménagement et urbanisme aux. Le programme de recherche paysage et développement durable PDD invitait les chercheurs à se pencher sur les relations et interactions entre deux notions complexes du point de vue scientifique, le paysage et le développement durable, tout en intégrant les grandes orientations de la convention européenne du paysage, entrée en vigueur en France le 1er juillet 2006. L'ouvrage aborde les interactions entre paysages et mesures pour le développement durable dans quelques régions de France. Le paysage est étudié dans sa globalité au croisement de nombreuses disciplines: sciences sociales géographie, économie, sociologie, aménagement et urbanisme, sciences. L’ouvrage aborde les interactions entre paysages et mesures pour le développement durable dans quelques régions de France. Le paysage est étudié dans sa globalité au croisement de nombreuses disciplines: sciences sociales géographie, économie, sociologie, aménagement et urbanisme, sciences du vivant biologie, écologie, et sciences politiques participation, modes de gouvernance.
Paysage et développement durable. by Daniel Terrasson,Yves Luginbühl. Update Sciences & technologies. Thanks for Sharing! You submitted the following rating and review. We'll publish them on our site once we've reviewed them. 1. by on May 11, 2020. OK, close 0. 0. Write your review. eBook Details. Quae Release Date: August 12, 2013; Imprint: Quae; ISBN: 9782759220106; Language:. <![CDATA[Yves Luginbühl, Daniel Terrasson. Paysage et développement durable. France. Quæ, pp.312, 2013, 978-2-7592-1890-5. halshs-01007271.</plaintext> Avec le développement durable, les scientifiques réinterrogent le paysage dans sa globalité au croisement de nombreuses disciplines, des sciences sociales géographie, économie, sociologie, aménagement et urbanisme aux sciences du vivant biologie, écologie, sans oublier le point de vue des sciences politiques participation, modes de gouvernance.</p><img 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alt="Paysage et développement durable (update sciences & technologies) daniel terrasson et yves luginbühl télécharger le manuel" title="Paysage et développement durable (update sciences & technologies) daniel terrasson et yves luginbühl télécharger le manuel" width="365"/> <p>Retrouvez les articles sur le développement durable par la rédaction de Sciences et Avenir, le magazine de toute la science. Constance de Gourcy. Paysage et développement durable. Marseille et sa région, Préface de Jean-Samuel Bordreuil, Aix-en-Provence: PUP-PUAM, 145 p. Presses Universitaires de Provence, 2012, Paysage et développement durable. Marseille et sa région, Espace & développement durable. halshs-01177046. Sciences et Développement durable. Recherche. Menu principal Aller au contenu. Accueil; Temps forts. Fête de la science. Fête de la science 2019, raconter la science. Fête de la science – Niveau 1; Fête de la science – Niveau 2; Fête de la science – Niveau 3; fête de la science; Les projets proposés aux classes pour cette année scolaire actualités; Sciences en classe. Paysage, développement durable et participation citoyenne. By Yvette Lazzeri, Michel Chiappero, Béatrice Mésini, Perron Martine and Arinna Latz. Abstract. International audienceDans un contexte de mutations environnementales, urbanistiques, et plus largement sociétales, l’article interroge la démarche participative dans le champ du paysage et du développement durable, dans l.</p><p><a href="/la-souverainet-num-rique-pierre-bellanger-lecture-livre-en-ligne-juridique">La souveraineté numérique pierre bellanger lecture livre en ligne juridique</a> <br /><a href="/un-souffle-d-ind-pendance-alain-leblanc">Un souffle d'indépendance alain leblanc</a> <br /><a href="/les-chr-tiens-d-orient-que-sais-je-n-4050-bernard-heyberger-r-servez-sur-votre-kindle">Les chrétiens d'orient: « que sais-je ? » n° 4050 bernard heyberger réservez sur votre Kindle</a> <br /><a href="/le-guide-supr-me-de-l-entrainement-avec-des-poids-pour-le-racquet-ball-et-le-squash-t-l-charger-epub">Le guide suprême de l'entrainement avec des poids pour le racquet-ball et le squash télécharger epub</a> <br /><a href="/fascicule-sur-la-m-moire-th-orie-r-habilitation-entra-nement-b-atrice-navarro-biblioth-que-en-ligne">Fascicule sur la mémoire: théorie, réhabilitation, entraînement béatrice navarro bibliothèque en ligne</a> <br /><a href="/100-livres-d-histoire-de-g-ographie-et-de-g-opolitique-pour-r-ussir-sa-pr-pa-hec-franck-th-nard-duvivier-alain-michalec">100 livres d'histoire de géographie et de géopolitique pour réussir sa prépa hec franck thénard-duvivier , alain michalec</a> <br /><a href="/le-titanic-de-cherbourg-au-naufrage-jean-beno-t-durand-nathalie-lescaille">Le titanic de cherbourg au naufrage jean-benoît durand , nathalie lescaille</a> <br /><a href="/les-loups-de-fenryder-tome-1-la-trilogie-des-loups-alec-covin-t-l-charger-l-e-book">Les loups de fenryder: tome 1 (la trilogie des loups) alec covin télécharger l'e-book</a> <br /><a href="/images-conomiques-du-monde-2017-le-tourisme-nouveau-secteur-strat-gique-g-ographie-fran-ois-bost-laurent-carrou-lecture-en-ligne-gratuite">Images économiques du monde 2017 : le tourisme : nouveau secteur stratégique ? 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