Models of Disequilibrium and Shortage in Centrally Planned Economies

Models of Disequilibrium and Shortage in Centrally Planned Economies
Author :
Publisher : Springer Science & Business Media
Total Pages : 504
Release :
ISBN-10 : 9789400908239
ISBN-13 : 9400908237
Rating : 4/5 (39 Downloads)

Book Synopsis Models of Disequilibrium and Shortage in Centrally Planned Economies by : C.M. Davis

Download or read book Models of Disequilibrium and Shortage in Centrally Planned Economies written by C.M. Davis and published by Springer Science & Business Media. This book was released on 2012-12-06 with total page 504 pages. Available in PDF, EPUB and Kindle. Book excerpt: The centrally planned economies (CPEs) of the Soviet Union and Eastern Europe have experienced severe imbalances in domestic and external markets over the past several decades. As a result, they have been chronically afflicted by problems such as excess demand, repressed inflation, deficits of commodities, queues, waiting lists, and forced savings. Economists have responded to these phenomena by developing appropriate theoretical and empirical models of CPEs. Of particular note have been the pioneering studies of Richard Portes on disequilibrium econometric models and Janos Kornai on the shortage economy. Each approach has attracted followers who have produced numerous, innovative macro- and microeconomic models of Poland, Czechoslovakia, the German Democratic Republic, Hungary, and the USSR. These models have proved to be of considerable value in the analysis of the causes, consequences and remedies of disequilibrium phenomena. Inevitably, the new research has also generated controversies both between and within the schools of shortage and disequilibrium modelling, concerning the fundamental nature of the socialist economy, theoretical concepts and definitions, the specification of models, estimation techniques, interpretation of empirical findings, and policy recommend ations. Furthermore, the research effort has been energetic but incomplete, so many gaps exist in the field.


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