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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)]]
  
 
* [[4.1 MA598R]]
 
* [[4.1 MA598R]]
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* [[4.2 MA598R]]
 
* [[4.4 MA598R]]
 
* [[4.4 MA598R]]
 
* [[4.6 MA598R]]
 
* [[4.6 MA598R]]
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* [[4.8 MA598R]]
 
* [[4.8 MA598R]]
 
* [[4.14 MA598R]]
 
* [[4.14 MA598R]]
* [[4.14 MA598R in progress]]
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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.
  
 
Excellent work so far!  If you could, please sign your proofs so that your classmates know whom to shower with effusive praise.
 
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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