I dottorandi del primo anno hanno seguito corsi istituzionali per 32 ore e partecipato
ad altre attività formative previste dal Collegio e a quelle concordate con il Tutor come seminari, workshop e scuole. Inoltre, hanno partecipato a convegni e congressi nazionali ed internazionali.
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)
Modalità di scelta del soggetto della tesi
Ogni dottorando, all'inizio del primo anno, ha concordato con il Collegio dei Docenti la scelta di un Tutor. Successivamente, ed in accordo con il proprio Tutor, ha proposto un proprio progetto di ricerca in cui erano illustrati sia scopo del lavoro che le metodologie di analisi che si intendono utilizzare.
Modalità delle verifiche per l'ammissione all'anno successivo
Al termine del primo anno, ciascun dottorando ha presentato una relazione scritta in lingua inglese in cui ha riportato una relazione sull’attività di ricerca svolta ed eventuali prospettive verso le quali orientare la propria attività futura.
Il candidato ha inoltre esposto in forma seminariale aperta al pubblico in lingua inglese, i risultati già riportati nella relazione scritta.
Il Collegio dei Docenti ha valutato, quindi, l’attività svolta e deliberato sull’ammissione del candidato al 2° anno del Corso di Dottorato, motivando la decisione presa.
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