The Macroeconomic Theory of Exchange Rate Crises (inbunden)
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Format
Inbunden (Hardback)
Språk
Engelska
Antal sidor
408
Utgivningsdatum
2012-04-26
Upplaga
New
Förlag
OUP Oxford
Illustrationer
45 figures, 1 table
Dimensioner
234 x 152 x 28 mm
Vikt
794 g
Antal komponenter
1
ISBN
9780199653126

The Macroeconomic Theory of Exchange Rate Crises

Inbunden,  Engelska, 2012-04-26
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An overview of the causes and consequences of speculative attacks on domestic currency and international financial turmoil. It provides a comprehensive treatment of the existing theories of exchange rate crises and of financial market runs.
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Fler böcker av Giovanni Piersanti

  • Macroeconomic Theory of Exchange Rate Crises

    Giovanni Piersanti

    This book deals with the genesis and dynamics of exchange rate crises in fixed or managed exchange rate systems. It provides a comprehensive treatment of the existing theories of exchange rate crises and of financial market runs. It aims to provid...

Recensioner i media

Philipp Harms, Journal of Economy This book is notable and useful ... While the key arguments of those competing paradigms are carefully outlined, the respective chapters also present a rich sample of variations on themain theme.

Övrig information

<br>Prior to joining the University of Teramo Giovanni Piersanti was Associate Professor of Economics at the University of Chieti. His research interests include economic theory and stabilization policy; monetary economics; growth theory; macroeconomic models of intertemporal optimization; macroeconometric models with rational expectations; and currency and financial crises. <br>

Innehållsförteckning

Preface; Introduction; PART I: THE MONETARY MODEL UNDER FLEXIBLE EXCHANGE RATES; 1. The Basic Monetary Model of the Exchange Rate; PART II: FIXED EXCHANGE-RATE REGIMES AND CURRENCY CRISES; 2. Crises and Policy Imbalances; 3. Crises and Self-Fulfilling Expectations; 4. Dynamics of Crises; 5. Epilogue; MATHEMATICAL APPENDIX; Introduction; A.1 Basic Properties of Ordinary Differential Equations; A.2 Basic Properties of Ordinary Difference Equations; A.3 Nonlinear Dynamics, Bifurcation and Chaos; A.4 Dynamic Optimization; A.5 Stochastic Equations