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ECON 304: Mathematical Economics II
                                        SYLLABUS, Spring 2009-2010
                                         Lecturer: Dr. Arzu ALVAN

   Office: Building #6, Room: 0409, Phone:+90232                Fax: +90232 4115020
   4115215 Email:arzu.alvan@yasar.edu.tr                        Prerequisites: BUS 105 and BUS 106

  Main Text Book:Fundamental Methods of Mathematical Economics, Alpha C. Chiang, Kevin Wainwright, 4th
  edt. McGraw Hill, ISBN 007- 123823-9.
  Other texts that may be helpful:
        1) Introduction to Mathematical Economics (3rd Ed.), Edward T. Dowling . Schaum’s Outline Series,
             McGraw-Hill Irwin.
        2) Mathematics for Economics and Business, Ian Jacques, 5th edt. Prentice Hall, ISBN-10: 0-273-70195-9
        3) Sydsaeter, K.; Hammond, P., Essential Mathematics for Economic Analysis, Prentice Hall, 2nd
             edt.2006.
  Description, aim and Objective: The course focuses on application of mathematics to economic analyses to
  illustrate the insights that mathematical skills can bring to analysis. Mathematical applications in economics will
  be the focus of the course rather the proofs of the theorems.
  Grading              Midterm Exam:                                   40%
                       Final Exam:                                     60%
  Course Outline
WEEKS                                                             TOPICS

      1                              Ch. 8- Comparative-Static Analysis of General-Function Models

     2-3
                                                         OPTIMIZATION PROBLEMS
                                          Ch. 9- Optimization: A Special Variety of Equilibrium Analysis

      4                                           Ch. 10- Exponential and Logarithmic Functions
      5                                        Ch. 11- The Case of More than One Choice Variable
                                              MID TERM EXAM WEEK
                                              Ch. 12- Optimization with Equality Constraints
     7-8

    9-10
                                                  Ch. 13- Further Topics in Optimization

                                                        DYNAMIC ANALYSIS
    11-12
                                            Ch. 14- Economic Dynamics and Integral Calculus
    13-14
                                       Ch. 15- Continuous Time: First-Order Differential Equations

                                                 FINAL EXAM WEEK

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2009 2010 Econ 304 Syllabus

  • 1. ECON 304: Mathematical Economics II SYLLABUS, Spring 2009-2010 Lecturer: Dr. Arzu ALVAN Office: Building #6, Room: 0409, Phone:+90232 Fax: +90232 4115020 4115215 Email:arzu.alvan@yasar.edu.tr Prerequisites: BUS 105 and BUS 106 Main Text Book:Fundamental Methods of Mathematical Economics, Alpha C. Chiang, Kevin Wainwright, 4th edt. McGraw Hill, ISBN 007- 123823-9. Other texts that may be helpful: 1) Introduction to Mathematical Economics (3rd Ed.), Edward T. Dowling . Schaum’s Outline Series, McGraw-Hill Irwin. 2) Mathematics for Economics and Business, Ian Jacques, 5th edt. Prentice Hall, ISBN-10: 0-273-70195-9 3) Sydsaeter, K.; Hammond, P., Essential Mathematics for Economic Analysis, Prentice Hall, 2nd edt.2006. Description, aim and Objective: The course focuses on application of mathematics to economic analyses to illustrate the insights that mathematical skills can bring to analysis. Mathematical applications in economics will be the focus of the course rather the proofs of the theorems. Grading Midterm Exam: 40% Final Exam: 60% Course Outline WEEKS TOPICS 1 Ch. 8- Comparative-Static Analysis of General-Function Models 2-3 OPTIMIZATION PROBLEMS Ch. 9- Optimization: A Special Variety of Equilibrium Analysis 4 Ch. 10- Exponential and Logarithmic Functions 5 Ch. 11- The Case of More than One Choice Variable MID TERM EXAM WEEK Ch. 12- Optimization with Equality Constraints 7-8 9-10 Ch. 13- Further Topics in Optimization DYNAMIC ANALYSIS 11-12 Ch. 14- Economic Dynamics and Integral Calculus 13-14 Ch. 15- Continuous Time: First-Order Differential Equations FINAL EXAM WEEK