Diaspora status and citizenship rights
a comparative-legal analysis of the quasi-citizenship schemes of China, India and Suriname
Ngo Chun Luk (Hong Kong, 7 August 1989) Ngo Chun Luk obtained his Bachelor’s and Master’s degrees in Aruban Law cum laude at the University of Aruba (2008-2012). His Master’s thesis, entitled “Het Nederlanderschap na Rottmann: Over de gevolgen van Janko Rottmann v. Freistaat Bayern voor de verliesbepalingen van de Rijkswet op het Nederlanderschap” [The Dutch nationality after Rottmann: On the consequences of Janko Rottman v. Freistaat Bayern for the grounds of loss in the Kingdom Act on the Dutch Nationality], was awarded the VanEps Kunneman VanDoorne Best Thesis Award for the academic year 2011-2012. In 2014, Luk obtained his Master’s degree in International Laws cum laude at Maastricht University. During this period, he participated in exchange programmes at the University of Hong Kong (HKU, Hong Kong), and the Pompeu Fabra University (UPF, Barcelona). He also successfully attended the Honours Programme at the Faculty of Law. At Maastricht University, he was also a student- assistant for Prof. René de Groot and Prof. Maarten Vink, where he contributed to the development of the MACIMIDE Global Expatriate Dual Citizenship Dataset. He was also involved in the Involuntary Loss of European Citizenship (ILEC) project. From 2014 to 2017, Luk conducted his PhD research as an external candidate at Maastricht University within the Transnational Migration, Citizenship and the circulation of Rights (TRANSMIC) project. TRANSMIC is a project funded under the FP7-PEOPLE-2013-ITN call and is part of the Marie Curie Actions — Initial Training Networks funding scheme (Project number – 608417). He is currently a Researcher in the Justice and Home Affairs unit at CEPS (the Centre for European Policy Studies).
Lees verderISBN/EAN | 9789462404571 |
Auteur | Ngo Chun Luk |
Uitgever | Wolf Legal Publishers |
Taal | Engels |
Uitvoering | Paperback / gebrocheerd |
Pagina's | |
Lengte | 238.0 mm |
Breedte | 160.0 mm |