AGENDA DE INVESTIGACIÓN

El Centro ha definido una agenda de investigación que prioriza cuatro Desafíos de Sustentabilidad Urbana (DSU), siendo cada uno de ellos abordado a través de un proyecto de investigación interdisciplinar.

Desafío de Sustentabilidad Urbana 1

Calidad ambiental e infraestructura para comunidades y ecosistemas saludables.

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