Università di
VERONA | Polo scientifico didattico
STUDI SULL'IMPRESA Vicenza
Università di
VERONA | Dipartimento di
SCIENZE GIURIDICHE - Centro di Eccellenza per la Ricerca su Diritto Tecnologie e Cambiamenti
(IUSTeC)
Fondazione Studi Universitari di Vicenza
SEMINARIO DI STUDI
LA RIFORMA DEI MARCHI D'IMPRESA: NOVITA' OPERATIVE E SISTEMATICHE DOPO IL D.L.G.S. N. 15/2019
https://www.dsg.univr.it/documenti/Iniziativa/dall/dall055908.pdf
Lunedì 19 ottobre 2020, ore 14.30 – 17.30
Webinar
Ore 14.30 –
Presiede e modera
Prof.ssa Federica Pasquariello –
Ordinario di Diritto Commerciale, Università di Verona
Intervengono
Avv. Lorenzo Albertini –
Foro di Verona
Dott. Bernardo Calabrese –
Ricercatore in Diritto Commerciale, Università di Verona
Dott.ssa Chiara Zamboni –
Assegnista di Ricerca, Università di Verona
Ore 17.00 – Domande e dibattito
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Comitato scientifico:
Dip. Scienze Giuridiche: Prof.ssa. Federica Pasquariello, Dr. Andrea Caprara;
Polo Didattico e Scientifico Studi Sull’Impresa: Prof. Riccardo Fiorentini, Avv. Prof. Mario Furno;
Ordine Dottori Commercialisti ed Esperti Contabili di Vicenza: Dott.ssa Margherita Monti, Dott.ssa Emanuela Zanguio;
Aiga Sezione di Vicenza: Avv. Andrea Tiso
Crediti formativi e iscrizioni:
Per ODEC: L’evento è in fase di accreditamento presso il CNDCEC con il riconoscimento di 3 cfp
Per AIGA: L’evento è in fase di accreditamento presso l’Ordine degli Avvocati di Vicenza con il riconoscimento di 3 cfp.
Per gli avvocati del foro di Vicenza l’iscrizione avverrà telematicamente tramite SferaBit.
Tutte le iscrizioni devono pervenire entro il 14 ottobre; seguirà e-mail di conferma con link di accesso alla piattaforma per il webinar.
Per gli avvocati fuori foro l’iscrizione potrà avvenire all’indirizzo mail
http://aiga.sezionevicenza@gmail.com
Per informazioni:
mario.furno@univr.it
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L’iniziativa rientra tra le attività del Team di ricerca “ARrT –
Autonomia e Regolazione nei rapporti Transnazionali”, accreditato presso il Centro per la Ricerca su Diritto, Tecnologie e Cambiamenti “IUSTeC”,
nell’ambito del Progetto di Eccellenza MIUR 2018 – 2022 del Dipartimento di Scienze Giuridiche dell’Università di Verona
Con il patrocinio di:
![](data:image/png;base64,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)