MA 5401 Syllabus
Fall '11, T. Olson

Class meeting times and locations

Tuesdays and Thursdays 3:30-4:50 pm in Fisher 131
and
problem sessions

Instructor:

Tamara Olson (trolson@mtu.edu)
208 Fisher Hall
487 - 2191

Office Hours:

M-Tu-Th 10am-noon
and by appointment

Homework Writeups

Ch.6 #9,10,18 (due Tuesday 11/29)

Ch.4&5 Ch.4 #33,36 and Sec.5.3 #16,17 (due Tuesday 11/15)

Ch.4b 33, 36 (and your worst "sentence" from the midterm exam) (not really collected)

Ch.4a 2 border examples for the "Bounded Convergence Theorem" and problems 21, 24, 26 (due Thursday 10/27)

Ch.2c: problems 34, 40, 41, 42 (due Thursday 9/29)

Ch.2b: problems 16, 39, 24 (due Thursday 9/22)

Ch.2a: problems 6, 8, 14 (due Thursday 9/15)

#0 Border examples (2 each) for the Heine-Borel Theorem and the Nested Interval Theorem

#00

Text:

H.L. Royden, Real Analysis, Fourth Edition.
Lebesgue Measure and Integration, Differentiation and Integration, and either Classical Banach Spaces or Abstract Measure Theory.

Assessment:

Homework, a midterm exam, and a final exam.

Homework grades will be either ``Good,'' ``O.K.,'' or ``resubmit.''
(``Good'' and ``O.K.'' correspond to ``A'' and ``B''.)

Grade:

Homework: 40%
Mid-term Exam: 30%
Final Exam: 30%


Proof-writing help



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