Program Chair

Allan Tucker

Brunel University London, UK

Program Chair

Pedro Henriques Abreu

University of Coimbra, Portugal

 

https://scholar.googleusercontent.com/citations?view_op=view_photo&user=nfIVXcMAAAAJ&citpid=3

 

Program Co-Chair

Jaime Cardoso

University of Porto, Portugal

Doctoral Consortium Chair

David Riaño

Universitat Rovira i Virgili, Spain

 

 

Local Organisation

Pedro Pereira Rodrigues

University of Porto, Portugal

Publicity Chair

José Pereira Amorim

University of Coimbra, Portugal

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

 

 Senior Program Committee

Lucia Sacchi, University of Pavia, Italy
Milos Hauskrecht,  University of Pittsburgh, USA
Stefania Montani, University of Piemonte Orientale
Szymon Wilk, Poznan University of Technology, Poland
Robert Moskovitch,  Ben Gurion University, Israel
Barbara Oliboni, University of Verona, Italy
Jose Juarez, University of Murcia, Spain
Riccardo Bellazzi, University of Pavia, Italy
Carlo Combi, Universita' degli Studi di Verona, Italy
Nada Lavrač, Jozef Stefan Institute, Slovenia
Niels Peek, University of Manchester, UK
Yuval Shahar, Ben Gurion University, Israel
Michel Dojat, INSERM, France
Blaz Zupan, University of Ljubljana, Slovenia
Ameen Abu-Hanna, University of Amsterdam, Netherlands
Martin Michalowski, University of Minnesota, USA
Elpida Keravnou-Papailiou, University of Cyprus
Silvana Quaglini, University of Pavia, Italy
Peter Lucas, Leiden University, Netherlands
Annette ten Teije, Vrije Universiteit Amsterdam
John Holmes, University of Pennsylvania, USA
Adela Grando, Arizona State University, USA