Bogazici university economics master forex
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This is followed by a topical survey of the methodology of natural science leading to. The critics of logical positivist epistemology such as Popper, Kuhn, Lakatos and Feyerabend are given systematic treatment. The last portion of the course is devoted study of the history of economic methodology in the nineteenth century. The methodological debates between the spokesmen of the Austrian School and the German Historical School are emphasized.
Finally, the verificationist and the falsificationist approaches are contrasted in the works of Robbins and Hutchinson. Cambridge debates in capital theory are taken up in the last part of the course as a case study in the problem of paradigm choice.
Prerequisite: EC Goals and consequences of development strategies and macro policies. Sources and forms of capital accumulation. Analysis of the institutional framework of the Turkish economy. Historical demography and related disciplines. The study of pre-census European populations. Church records, family reconstitutions, village and town monographs.
Population trends and economic evolution in past time. Research on the history of Ottoman populations. Constrained optimization, correspondences and the theorem of maximum, fixed point theorems. Dynamic systems, dynamic optimization in discrete and continuous time. Structural and reduced forms of macroeconomic models and economic dynamics. Prerequisites: EC Form and extensive-form games. Nash equilibrium, subgame-perfect equilibrium, correlated equilibrium.
Bayesian equilibrium, dynamic games of complete and incomplete information, mechanism design, and solution concepts. Economic rationale of competition policies; implementation of competition policies and related enforcement problems. Traditional regulation policies and deregulation of public utilities. Empirical evaluation of competition and regulatory policies. Prerequisites: EC and EC , or consent of the instructor. Perfect competition, monopoly, markets for homogenous products Cournot and Bertrand competition, collusion , markets for differentiated products location models , concentration, mergers, entry barriers, contestable markets, research and development.
The economics of compatibility and standards, pricing and marketing tactics, advertising, quality, durability and warranties, managerial compensation, regulation, price dispersion, and search theory, genetic algorithms and oligopolistic equilibrium. Prerequisite: EC or consent of the instructor.
Survey methods, leading indicators, technological and subjective methods. Prerequisites: EC and , or consent of the instructor. Uses of models in forecasting, simulation and economic policy making. General equilibrium in a static setting: equilibrium under uncertainty, signaling equilibrium, moral hazard. Search theory. Survey of social welfare results; public goods and externalities; social norms and evolution of cooperation; implementation of social decisions and politico-economic models.
Economic models of social security and other types of social insurance; publicly provided goods; government transfers to the poor and special interest group. Theories of tax incidence; analysis and applications of optimal taxation; public choice theories of taxation. Nash equilibrium, subgame-perfect equilibrium, correlated equilibrium. Bayesian equilibrium, dynamic games of complete and incomplete information, mechanism design, and solution concepts. Economic rationale of competition policies; implementation of competition policies and related enforcement problems.
Traditional regulation policies and deregulation of public utilities. Empirical evaluation of competition and regulatory policies. Prerequisites: EC and EC , or consent of the instructor. Perfect competition, monopoly, markets for homogenous products Cournot and Bertrand competition, collusion , markets for differentiated products location models , concentration, mergers, entry barriers, contestable markets, research and development.
The economics of compatibility and standards, pricing and marketing tactics, advertising, quality, durability and warranties, managerial compensation, regulation, price dispersion, and search theory, genetic algorithms and oligopolistic equilibrium.
Prerequisite: EC or consent of the instructor. Survey methods, leading indicators, technological and subjective methods. Prerequisites: EC and , or consent of the instructor. Uses of models in forecasting, simulation and economic policy making. General equilibrium in a static setting: equilibrium under uncertainty, signaling equilibrium, moral hazard.
Search theory. Survey of social welfare results; public goods and externalities; social norms and evolution of cooperation; implementation of social decisions and politico-economic models. Economic models of social security and other types of social insurance; publicly provided goods; government transfers to the poor and special interest group. Theories of tax incidence; analysis and applications of optimal taxation; public choice theories of taxation.
Prerequisite: Consent of the instructor. Topics covered are growth models, input-output models, linear programming models, computable general equilibrium models and short-term forecasting models. A portion of the course will be devoted to debates on capital theory. The core of an exchange economy. Large economies and the convergence theorem. Prerequisites: EC and EC Topics in social choice, economic design and matching. Specific topics will be determined by the instructor. Economic, social and institutional structures in Medieval Europe.
Production and distribution relations in rural and urban areas. Factors contributing to the dissolution of medieval societies in Europe. The consequences of European expansion. The shift of economic hegemony from the Mediterranean to the Atlantic states. Proto-industrialization and the origins of the Industrial Revolution. The course will emphasize causes and effects as well as the comparative approach. Period analysis of economic variables and macro policies.
Factor markets and foreign economic relations. First and second order difference and differential equations, nonlinear equations and phase diagrams, stability and asymptotic methods. Applications in growth models, overlapping generations models, population dynamic models and conumption models.
Calculus of variations, optimal control and dynamic programming.
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