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[https://kiwi.ecn.purdue.edu/rhea/images/7/70/Assignment4.pdf Assignment 4]
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=Lecture 4, MA598, Summer 2009, Weigel=
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[[Media:Assignment4_revised.pdf| Assignment 4 (in pdf format)]]
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* [[4.1 MA598R]]
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* [[4.2 MA598R]]
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* [[4.4 MA598R]]
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* [[4.6 MA598R]]
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* [[4.7 MA598R in progress]]
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* [[4.8 MA598R]]
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* [[4.14 MA598R]]
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* [[4.19 MA598R]]
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* [[4.21 MA598R in progress]] - this proof is not correct as written; the MVT doesn't guarantee that.  But it's definitely the right idea.
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Excellent work so far!  If you could, please sign your proofs so that your classmates know whom to shower with effusive praise.
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Update:  Problem 10 is an unholy beast.  Take heart, my hearties, there is a way to do it that involves only the dominated convergence theorem and some basic 4th-grade calculus.  For the brave soul who tackles this problem and uploads/presents a correct solution, I will petition the department for your exemption from the qual.  If Dr. Saerens is reading this, that last part was a joke.
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[[MA598R_%28WeigelSummer2009%29|Back to MA598R Summer 2009]]

Latest revision as of 04:50, 11 June 2013


Lecture 4, MA598, Summer 2009, Weigel

Assignment 4 (in pdf format)

Excellent work so far! If you could, please sign your proofs so that your classmates know whom to shower with effusive praise.

Update: Problem 10 is an unholy beast. Take heart, my hearties, there is a way to do it that involves only the dominated convergence theorem and some basic 4th-grade calculus. For the brave soul who tackles this problem and uploads/presents a correct solution, I will petition the department for your exemption from the qual. If Dr. Saerens is reading this, that last part was a joke.


Back to MA598R Summer 2009

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