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Evaluating Reforms of Local Public and Social Services in Europe

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This book explains the increasing demand for evaluation as a result of the increasing frequency of reforms to local services, influenced by the New Public Management doctrine, the severe austerity policy in many European countries, and the wish to increase quality and reduce costs of public services, especially at the local (sub-national) level. Positioned at the interface of local services and evaluation research, it will enable the utilization of evaluation-generated knowledge in evidence-based policy making by focusing on the lessons learned from evaluation of local service delivery. It encompasses local public and social services (including waste, water, public transport, healthcare, education and eldercare) and examines the hypothesis that there is a North-West–South-East divide in Europe in terms of the evaluation of local service reforms. Particular attention is devoted to the explanatory function of evaluation. Providing fresh insight into the functioning of local government machinery in contemporary Europe, this book will appeal in particular to practitioners and students of local government, public economy, public administration and policy.

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The present book is an English translation of Algebre Locale - Multiplicites published by Springer-Verlag as no. 11 of the Lecture Notes series. The original text was based on a set of lectures, given at the College de France in 1957-1958, and written up by Pierre Gabriel. Its aim was to give a short account of Commutative Algebra, with emphasis on the following topics: a) Modules (as opposed to Rings, which were thought to be the only subject of Commutative Algebra, before the emergence of sheaf theory in the 1950s); b) H omological methods, a la Cartan-Eilenberg; c) Intersection multiplicities, viewed as Euler-Poincare characteristics. The English translation, done with great care by Chee Whye Chin, differs from the original in the following aspects: - The terminology has been brought up to date (e.g. "cohomological dimension" has been replaced by the now customary "depth"). I have rewritten a few proofs and clarified (or so I hope) a few more. - A section on graded algebras has been added (App. III to Chap. IV). - New references have been given, especially to other books on Commu- tive Algebra: Bourbaki (whose Chap. X has now appeared, after a 40-year wait) , Eisenbud, Matsumura, Roberts, .... I hope that these changes will make the text easier to read, without changing its informal "Lecture Notes" character.

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