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)
5
y, tres años después, teniente de alcalde de Descentralización y Participación del
Ayuntamiento de Barcelona. Ha sido profesor de Sociología y Geografía urbana en la
Universitat Autònoma y en la Universitat Politècnica de Catalunya, así como en otras
universidades como las de París, Buenos Aires, México y Nueva York; en la UNC dictó
clases especiales y conferencias magistrales en varias oportunidades, incluyendo su
participación en 2016 en la Maestría en Urbanismo de la FAUD. También ha dicta-
do cursos, seminarios y conferencias en ciudades europeas (Paris, Londres, Roma,
Venecia, Lisboa, etc.) y americanas (México UNAM y UAM, Bogotá, Quito Flacso,
Santiago de Chile, Católica de Lima, Buenos Aires, Córdoba, Sao Paulo, New York,
Berkeley, La Habana, etc.
Ha escrito columnas periódicas de opinión en los diarios El País y La Vanguardia.
También ha realizado o asesorado planes y proyectos urbanos y estratégicos y
reformas políticas locales además de Barcelona en Paris, Lisboa, ciudades españo-
las, Buenos Aires, Córdoba, Rio de Janeiro, Sao Paulo, Chile (Santiago, Valparaíso),
Bogotá, Medellín, Ciudad de México, Quito, etc. e informes para la Unión Europea,
Eurociudades y para Naciones Unidas-Habitat.
Gracias por el Derecho a la Ciudad [1].
Mgter. María Inés Peralta, Decana Facultad de Ciencias Sociales
Querido Jordi Borja:
Quienes vamos a intentar algunas referencias a tu vida y a tu legado somos de tres
Unidades Académicas diferentes: en mi caso de Ciencias Sociales, Marcelo Corti de
Arquitectura, Urbanismo y Diseño y, Flavia Dezutto, de Filosofía y Humanidades. Y
eso no es lo común en los Honoris Causa ya que quien presenta a la persona distin-
guida por lo general es de una Unidad Académica, poniendo el foco en la trayectoria
en un campo de conocimientos.
En este reconocimiento académico a tu trayectoria mis palabras serán de un agra-
decimiento muy sentido, casi íntimo. No nos conocíamos personalmente; no hemos
compartido cursos, ni investigaciones; ningún trabajo académico. Pero hemos llegado
a vos y tu obra por distintos caminos.
Yo quiero resaltar tu trayectoria como el intelectual que supo ser lo que nos dice
Gramsci: un académico y un activista, con una vida que se movió en la militancia po-
lítica, en la actuación académica y en la actuación profesional.