Kniha Economic Dynamics and General Equilibrium Anders Borglin

Economic Dynamics and General Equilibrium

Time and Uncertainty

Jazyk: Angličtina
Väzba: Pevná
Dostupnosť: Skladom u dodávateľa
Odosielame za 10-13 dní
48.94
The developments in economic theory in the 1950s served to pinpoint important underlying assumptions...

Informácie o knihe

Jazyk
Angličtina
Väzba
Kniha - Pevná
Vydalo
2003
Stránok
396
EAN
9783540002659
ISBN
3540002650
Enbook ID
05273454
Hmotnosť
740
Rozmery
155 x 235 x 28

Kompletný popis

The developments in economic theory in the 1950s served to pinpoint important underlying assumptions in the study of market institutions. The conflict between observed institutions - spot markets for commodities, financial markets - and the benchmark interpretation - forward markets for commodities, allowing all trade to take place at a single point in time, became apparent. This led to the introduction of new equilibrium concepts; temporary equilibria, spot-market equilibria and monetary equilibria. The emphasis was on the possibilities to transfer purchasing power over time or over states using spot markets involving assets or money. This book focuses on the developments in the theory of incomplete markets and overlapping generations economies where income transfers over time or across states are restricted either by available assets or by the infeasibility of contracts with unborn generations. It bridges the gap between standard textbooks on microeconomics and more advanced expositions. TOC:Time and Uncertainty in General Equilibrium Theory: Consumers and Economies - A Review.- Economies over Time.- Assets and Income Transfers.- Economies with Uncertainty.- Existence and Determinacy.- Optimality and Incomplete Markets. Overlapping Generations Economies: Overlapping Generations Economies.- Optimality in OG Economies.- Stationary OG Economies.- Global Dynamics.- Fluctuations.- Conclusions and Suggestions for Further Reading.- Appendix: Some Calculus Results; Quadratic Forms and Bordered Matrices; Separation Theorem and Farkas' Lemma; Dynamical Systems.

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