Pubblicazione:
23/09/2019
Ultimo aggiornamento: 2019-09-24 15:25:24
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)
LAUREA HONORIS CAUSA AL PREMIO NOBEL BRUCE ALAN BEUTLER - Giovedì 26 settembre, ore 10.00 – Auditorium, Campus Università Magna Graecia di Catanzaro
L’Università Magna Graecia di Catanzaro conferirà la laurea honoris causa in Medicina e Chirurgia al Prof. Bruce Alan Beutler, Premio Nobel per la Medicina nel 2011, insieme ai Professori Jules Hoffmann e Ralph Steinman, per le scoperte sui meccanismi di attivazione dell’immunità innata.
“Per la comunità accademica catanzarese – ha dichiarato il Rettore dell’Università Magna Graecia di Catanzaro¸ Prof. Giovambattista De Sarro – è un grande onore la presenza del Premio Nobel Bruce Alan Beutler, che ci inorgoglisce per la sua prestigiosa testimonianza di grande impegno e lavoro nella ricerca grazie agli studi con cui ha rivoluzionato le nostre conoscenze nel campo dell’immunologia. Sarà sicuramente fonte di ispirazione per i giovani ricercatori impegnati nei laboratori di ricerca del nostro Campus universitario.”
La cerimonia si svolgerà giovedì 26 settembre, alle ore 10.00, presso l’Auditorium del Campus universitario “Salvatore Venuta” dell’Ateneo del capoluogo calabrese.
Dopo i saluti del Rettore dell’Università Magna Graecia di Catanzaro, Prof. Giovambattista De Sarro, e la presentazione del Prof. Giuseppe Viglietto, Ordinario di Patologia Generale e Direttore del Dipartimento di Medicina Sperimentale e Clinica presso l’Università Magna Graecia di Catanzaro, la “laudatio” sarà tenuta dal Prof. Michele Carbone, Ordinario di Anatomia Patologica presso l’Ateneo di Catanzaro.
Il Prof. Bruce Alan Beutler, Direttore del Centro di Genetica all’Università del Texas Southwestern Medical Center, terrà la sua “lectio magistralis” che affronterà il tema della ricerca sul genoma.
Nato nel 1957 a Chicago, il Prof. Bruce Alan Beutler, prima di trasferirsi in Texas nel 2011, ha lavorato come ricercatore della Rockefeller University di New York ed è stato Direttore del Dipartimento di genetica allo Scripps Research Institute di La Jolla, in California. Le sue scoperte, rivelando alcuni fattori essenziali delle interazioni fra l'organismo e il suo ambiente, rappresentano studi fondamentali per il futuro delle ricerche sul sistema immunitario.
Nel 2007 ha vinto con Jules Hoffmann anche il Premio Balzan per l'immunità innata.
Gli studi del Prof. Bruce Alan Beutler hanno permesso lo sviluppo di farmaci attualmente usati per il trattamento dell’artrite reumatoide e altre malattie su base infiammatoria e autoimmune, per modulare l’attività della risposta infiammatoria.
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