Economic Dynamics and General Equilibrium

This book grew out of the teaching and lecture notes for a course in "Dynamic Economics" given at Copenhagen University where it has been part of a combined study program in economics and mathematics since 1986. The subjects in the course have varied over time but a common theme has been the study of economies over time and under uncertainty in the form of incomplete markets and the overlapping generations model. When I took up a position at Lund University in 1996 Mich Tvede took over responsibility for the course and together we developed a large part of the material, which formed the basis for the present book. He has generously allowed me to use all of our common material. There is a considerable overlap between general equilibrium theory with incomplete markets (GEI), finance and macroeconomic theory, which sterns from the considerations of time and uncertainty, as can be seen from the splendid textbooks by LeRoy and Werner [2001], Pliska [1997] and the seminal work on GEI by Magill and Quinzee [1996], in partic ular its "Historical Remarks" which off er a brilliant history of modern economic theory. The exposition here airns at making some of the results of GEI and on overlapping generations (OG) economies readily available to areader acquainted with economic theory at an upper undergraduate level.

Advanced textbook on economies overtime and under uncertainty First book with a unified treatment of allocative efficiency and structure of equilibria for overlapping generations economies With diagrams, examples and excercises

Inhalt
1 Consumers and Economies A Review.- 2 Economies over Time.- 3 Assets and Income Transfers.- 4 Economies with Uncertainty.- 5 Existence and Determinacy.- 6 Optimality and Incomplete Markets.- 7 Overlapping Generations Economies.- 8 Optimal Allocations in OG Economies.- 9 Stationary OG Economies.- 10 Global Dynamics: Turnpike Equilibria.- 11 Global Dynamics: Cyclical Equilibria.- Appendix A Some Results from Calculus.- Appendix B Quadratic Forms and Bordered Matrices.- Appendix C Separation Theorems and Farkas' Lemma.- Appendix D Dynamical Systems.- List of Notation.