Product Description
by Ani Matei (Author), Tatiana Camelia Dogaru (Author)
Research Paper (postgraduate) from the year 2012 in the subject Politics - Political Theory and the History of Ideas Journal, language: English, abstract: Nowadays, public policies represent the most adequate instrument of action in view to achieve the public interest, no matter we talk about European, national or local level. The rational approach of public policies, representing the topic of the current publication, is or should be a steady feature of public policy making and implementing. We find the origins of this approach both in key papers of political and administrative sciences, as well as in those concerning the theory of rational choice. In the current book, a direct, causal relationship is established between public administration, public policies and the theory of rational choice. The context of that relationship holds a great structural and functional complexity, demonstrating that the juxtaposition of the three mentioned fields is not enough. The mechanisms for their connection highlight links of various, non-linear intensities, in view of a finality which should be related every time to the public interest. The public interest is also defined further a process of public choice, more or less a rational one. It is quantified in terms of efficiency and effectiveness, thus supporting the need to introduce the cost-benefit or cost-effectiveness analyses as instruments for assessing the impact of public policies in our research. The book is structured in five chapters, attempting to analyse, in an integrating vision, a joint, interdisciplinary issue, which is boosted by public policies process on public administration in the context of incorporating the theory of rational choice. The first three chapters have a theoretical character, generally a descriptive one, the fourth and fifth chapters aim to identify the influences or "prints" of the theory of rational choice on public policy making at European and national level. The publication represents the ou
