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1999 - 2000 MINICALENDAR
 Faculty of Arts
 Faculty of Pure and Applied Science

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AS/SC/AK/ MATH 4010 6.0

Real Analysis

      Survey of the real and complex number systems, and inequalities. Metric space topology. The Riemann-Stieltjes integral. Some topics of advanced calculus, including more advanced theory of series and interchange of limit processes. Lebesgue measure and integration. Fourier series and Fourier integrals.
      This course provides a rigorous treatment of real analysis. All students should have completed the introductory analysis course MATH 3210 3.0. Students contemplating graduate work in mathematics are strongly advised to take this course.
      The text has not yet been chosen, but may be W. Rudin, Principles of Mathematical Analysis (McGraw-Hill).
      The final grade will probably be based on assignments and a project (35%), three class tests (35%), and a final examination (30%).

Prerequisite:AS/SC/AK/MATH 3210 3.0 or permission of the course coordinator.

Coordinator: N. Madras

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