M365C Fall 2011Real Analysis I, unique # 55440 |
Syllabus and Course Information |
A rigorous treatment of the real number system, Euclidean spaces, metric spaces, continuity of functions in metric spaces, differentiation and Riemann integration of real-valued functions of one real variable, and uniform convergence of sequences and series of functions. Syllabus and prerequisites. For important dates, see the academic calendar. Updated course information will be posted here. Weekly homework assignments will be posted on Blackboard. Please be sure to check this website regularly. Textbook: Principles of Mathematical Analysis by Walter Rudin. 3rd Edition, McGraw Hill. We will treat the material in chapters 1 - 7 of Rudin's book. Tentative schedule:
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Homework |
Collaborations are encouraged, but you have to present your own solutions. Simply copying somebody else's work is not acceptable. The handin time of the HW's is at the beginning of the Thursday classes (or earlier). No late handins are accepted. Homework AssignmentsWill all be posted on Blackboard under "Course Documents".
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Exams and Grades |
There will be two in-class midterms, and one final exam. The in-class midterms take place during regular class hours, and in the usual classroom, ENS 109: Midterm I on Thursday, September 22.Midterm II on Tuesday, November 15.Please save these dates, there will be no make-up exams !Final Exam on Friday, December 9, 2 - 5 PM. Location: WRW 113.It is implicit in your registration for this class that, barring some unforeseen calamity, you affirm to be present to take the final examination at this time.The course grade will be determined as follows: Homework: 10 percent Midterm 1: 25 percent Midterm 2: 25 percent Final Exam: 40 percent |