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| 1  
 
| 1  
| [[Special sequences of numbers MA265S12Walther|Matrix Multiplication and coordinate systems]]  
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| [[Special sequences of numbers MA375S12Walther|Special sequences of numbers]]  
 
| Your Name Here  
 
| Your Name Here  
 
| At Final
 
| At Final
 
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| 2  
 
| 2  
| [[Games and mathematics MA265S12Walther|The inverse of a matrix]]  
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| [[Games and mathematics MA375S12Walther|Games and mathematics]]  
 
| Your Name Here  
 
| Your Name Here  
 
| At Final
 
| At Final
 
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| 3  
 
| 3  
| [[Mysteries of probability MA265S12Walther|The determinant]]  
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| [[Mysteries of probability MA375S12Walther|Mysteries of probability]]  
 
| Your Name Here  
 
| Your Name Here  
 
| At Final
 
| At Final
 
|-
 
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| 4  
 
| 4  
| [[Hyperplane arrangements MA265S12Walther|Linear dependence]]  
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| [[Hyperplane arrangements MA375S12Walther|Hyperplane arrangements]]  
 
| Your Name Here  
 
| Your Name Here  
 
| At Final
 
| At Final
 
|-
 
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| 5  
 
| 5  
| [[The use of graph theory MA265S12Walther|Basis and dimension of vector spaces]]  
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| [[The use of graph theory MA375S12Walther|The use of graph theory]]  
 
| Your Name Here  
 
| Your Name Here  
 
| At Final
 
| At Final
 
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| 6  
 
| 6  
| [[Explaining a Clay problem MA265S12Walther|Inner products, orthogonality]]  
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| [[Explaining a Clay problem MA375S12Walther|Explaining a Clay problem]]  
 
| Your Name Here  
 
| Your Name Here  
 
| At Final
 
| At Final
 
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| 7  
 
| 7  
| [[Coloring problems MA265S12Walther|Linear transformations, isomorphisms]]  
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| [[Coloring problems MA375S12Walther|Coloring problems]]  
 
| Your Name Here  
 
| Your Name Here  
 
| At Final
 
| At Final
 
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| 8  
 
| 8  
| [[What is homology? MA265S12Walther|Eigenvalues and eigenvectors]]  
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| [[What is homology? MA375S12Walther|What is homology?]]  
 
| Your Name Here
 
| Your Name Here
 
| At Final
 
| At Final
 
|-
 
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| 9  
 
| 9  
| [[Greedy methods MA265S12Walther|Conic sections]]  
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| [[Greedy methods MA375S12Walther|Greedy methods]]  
 
| Your Name Here  
 
| Your Name Here  
 
| At Final
 
| At Final
 
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| 10  
 
| 10  
| [[Cantor, sets, and continua MA265S12Walther|Quadric surfaces in 3-space]]  
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| [[Cantor, sets, and continua MA375S12Walther|Cantor, sets, and continua]]  
 
| Your Name Here  
 
| Your Name Here  
 
| At Final
 
| At Final
 
|-
 
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| 11  
 
| 11  
| [[Paradoxa come in different kinds MA265S12Walther|Systems of Differential Equations]]  
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| [[Paradoxa come in different kinds MA375S12Walther|Paradoxa come in different kinds]]  
 
| Your Name Here  
 
| Your Name Here  
 
| At Final
 
| At Final
 
|-
 
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| 12  
 
| 12  
| [[What really IS a real number? MA265S12Walther|Linear programming]]  
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| [[What really IS a real number? MA375S12Walther|What really IS a real number?]]  
 
| Your Name here  
 
| Your Name here  
 
| At Final
 
| At Final
 
|-
 
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| 13
 
| 13
| [[Choose your topic MA265S12Walther|Choose your topic]]
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| [[Choose your topic MA375S12Walther|Choose your topic]]
 
| Your Name Here
 
| Your Name Here
 
| At Final
 
| At Final

Revision as of 09:32, 21 December 2011

Rhea Section for MA 375 Professor Walther, Spring 2012

Welcome to the MA 375 course page. Preferred Browser is Firefox.




If you create a page that belong to this course, please write

[[Category:MA375Spring2010Walther]] 

at the bottom of the page.

OTHERWISE NO CREDIT ! (If you use the "Create a child page" button, this should happen automatically...)

Links

(See more below in Miscellaneous)

First time? Read this general note

Instructor's corner/How to get started

  • Getting started
    • To start, click the "Help" button above and read what's there.
    • To edit pages, first log in (with your purdue account to create pages. Then click "edit" (under "Page" above) and remember to click "Save Page" after you are done editting.).
    • To get a quick idea what works how, click "edit" on this page to see how to do the things visible on this page.
    • Note that the "edit" mode has a spell-checking feature: look for red-underlined stuff.
  • Creating pages
    • To create a new page named "B" from a page A, go to edit page A and insert the text [[B]]. (Note that "B" is like a web address for a webpage. Each page also has a name, but you can call the link anything (like fancy_title) by typing [[B|fancy_title]] rather than just B. After saving, find the new red link on page A that appeared. When you click it, you'll note you are now on page B (which of course is empty at this point).
    • NOTE: if the "new" link comes out blue, instead of red, you chose a title of an existing page and did not create a new one. The blue link gets you simply to the already existing one. Use distinctive names for your new creations!
    • If you place "Category:MA375Spring2012Walther" enclosed by square brackets on top of a new page it will be parsed by the system as belonging to this course. It can then be searched (for) in a meaningful way.
  • Advanced Rhea techniques
    • You can look at other Rhea pages by clicking "main page" and then "course pages". Especially the ECE pages will get you an idea where one can take Rhea...
    • Do you want to display pages in other pages?

Course Related Material

Your turn! A bonus point opportunity

Students in MA375 (Walther) have the opportunity to earn up to a 5% bonus by contributing a Rhea page on a subject related to linear algebra. To pick a subject, simply write your name next to it. Please no more than one student per subject. Your page will be graded based on content as well as interactions with other people (page views, comments/questions on the page, etc.). The number of links to other courses and subjects will also be taken into account: the more the merrier! Please do not simply copy the lecture notes and do not plagiarize. Read Rhea's copyright policy before proceeding.

For some lovely contributions, see Honors Project 2011 by Daniel Lee

Topic Number Topic Description Student Name Deadline
1 Special sequences of numbers Your Name Here At Final
2 Games and mathematics Your Name Here At Final
3 Mysteries of probability Your Name Here At Final
4 Hyperplane arrangements Your Name Here At Final
5 The use of graph theory Your Name Here At Final
6 Explaining a Clay problem Your Name Here At Final
7 Coloring problems Your Name Here At Final
8 What is homology? Your Name Here At Final
9 Greedy methods Your Name Here At Final
10 Cantor, sets, and continua Your Name Here At Final
11 Paradoxa come in different kinds Your Name Here At Final
12 What really IS a real number? Your Name here At Final
13 Choose your topic Your Name Here At Final

Note: if you want to make a matrix, look at the source code for this page (click "edit") to see the syntax for the following matrix: $ \left(\begin{array}{cccc}1&2&3&4\\5&6&7&8\end{array}\right) $




  • Discussion of Homework Problems (Just keep adding to it!)


Other Discussions

Exam Related

Miscellaneous

Alumni Liaison

Basic linear algebra uncovers and clarifies very important geometry and algebra.

Dr. Paul Garrett