COOKIES: By using this website you agree that we can place Google Analytics Cookies on your device for performance monitoring. |
University of Cambridge > Talks.cam > All POLIS Department Seminars and Events > Public Policy Seminar: The Politics of Fiscal Squeeze over Time in the UK - Eternal Verities or a Changing Game?
Public Policy Seminar: The Politics of Fiscal Squeeze over Time in the UK - Eternal Verities or a Changing Game?Add to your list(s) Download to your calendar using vCal
If you have a question about this talk, please contact Dr Charlotte Sausman. Professor Christopher Hood specializes in the study of executive government, regulation and public-sector reform. He is currently completing research on changes in central government administration over the past 35 years (funded by the Leverhulme Trust) and on the politics of fiscal squeeze (funded by the ESRC ). Further details of both projects can be found on the website Reshaping Executive Government. Christopher is a Fellow of the National Academy of Public Administration (United States), ESRC Professorial Fellow 2011-2014 and Visiting Professor, LSE , 2010-2014. He has taught government, public administration and public management on three continents, has authored or edited over twenty books in the field and at least 100 journal articles, and received several awards for his research and publications. This talk is part of the All POLIS Department Seminars and Events series. This talk is included in these lists:
Note that ex-directory lists are not shown. |
Other listsDepartment of Public Health and Primary Care UK~IRC Summit Major Public Lectures in Cambridge Education in Conflict-Affected and Fragile Environments - Roundtable and Networking Event Industrial Sustainability Physics of Medicine RoadshowOther talksJoinings of higher rank diagonalizable actions Behavioural phenotypes of children born preterm: what we know and future research avenues 160 years of occupational structure: Late Imperial China and its regions Undersampling in physical imaging inverse problems |