(New page: Category:MA265 =MA265:Linear Algebra = == Peer Legacy == Share advice with future students regarding MA265 on this page. == Interesting pages in the MA265 cate...)
 
 
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[[Category:MA265]]
 
[[Category:MA265]]
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[[Category:linear algebra]]
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[[Category:math]]
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[[Category:course]]
  
=MA265:Linear Algebra =
 
  
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<center><font size= 5>
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''' [[math|MA]]265:
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"Elementary [[linear_algebra|Linear Algebra]]" '''
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</font size>
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</center>
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== Peer Legacy ==
 
== Peer Legacy ==
 
Share advice with future students regarding MA265 on [[PeerLegacyMA265|this page]].   
 
Share advice with future students regarding MA265 on [[PeerLegacyMA265|this page]].   
  
== Interesting pages in the MA265 category ==
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== Interesting pages related to MA265 ==
*List page here.
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* A tutorial about Bases, by [[Math_squad|Math Squad]] member [[user:ruanj|Joseph Ruan]]:
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**[[Basis_Explanations_S13 | Supplementary Explanation of Basis]]
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**[[Basis_Problems| Basis Example Problems specifically with polynomials]]
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**[[Change_of_Bases| Change of Basis]]
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*[[2010_Fall_MA_265_Walther|Will bribing your instructor with rice cereal help you better understand the gram-Schmidt process?]]
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*[[Matrix_multiplication_MA265F10Walther|Matrix Multiplication, summarized by a student in Fall 2010]]
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*[[Inverse_MA265F10Walther|Inverse of a Matrix, summarized by a student in Fall 2010]]
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*[[Inner_Products_MA265F10Walther|Inner products and orthogonality, summarized by a student in Fall 2010]]
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*[[Linear_algebra_%28eigenvalues_and_eigenvectors%29|Eigenvalues and Eigenvectors]]
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*[[Hint_-_The_Least_Squares_Solution|The Least Squares Solution summarized in simple formulae!]]
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*Basis
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**[[Basis|When do vectors form a basis]]
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**[[Change_of_Bases|Change of Bases]], by  [[user:ruanj | Joseph Ruan]]
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**[[Basis_Problems| Basis Example Problems specifically with polynomials]], by  [[user:ruanj | Joseph Ruan]]
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**[[Change_of_Bases| Change of Basis]], by  [[user:ruanj | Joseph Ruan]]
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*[[Linear_Algebra_Resource|A linear algebra resource build by students]] (slightly more advanced, but still relevant)
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::Linear Equations and Linear Transformations
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::*Introduction to [[Matrix]]
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::*[[Matrix Multiplication]]
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::*[[Inverse of a Matrix]]
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::*Introduction to [[Linear transformation|Linear Transformation]]s
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:: Subspaces of <math>R^n</math>
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::*Definition of [[Subspace]]
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::*Definition of [[Kernel (linear algebra)|Kernel]]
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::*Definition of [[Image (linear algebra)|Image]]
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::*What is the [[rank_nullity_theorem (linear algebra)|Rank Nullity Theorem]]?
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::*When are vectors [[Linearly Independent]]
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::*When do vectors form a [[basis]]?
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::**Do you need a supplementary explanation of bases? Click [[Basis%20Explanations%20S13|here]]
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::*if V is a subspace of R<sup>n</sup>. then [ [[DimVplusdimVorthisn|...]] ]
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::Orthogonality
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::*When are vectors [[orthogonal]]?
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::Determinants
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::*What is a [[determinant]]
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::*What are some [[properties of the determinant]]?
  
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Want more? Click [[:Category:MA265|here]] to view all pages in the [[:Category:MA265|MA265 Category]]. Click [[:Category:linear algebra|here]] to view all pages in the [[:Category:linear algebra|linear algebra category]].
 
== Semester/Instructor specific pages ==
 
== Semester/Instructor specific pages ==
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*[[2012_Fall_MA_265_Basu|Fall 2012, Prof. Basu]]
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*[[2012_Fall_MA_265_Alvarado|Fall 2012, Prof. Alvarado]]
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*[[2012_Fall_MA_265_Walther|Fall 2012, Prof. Walther]]
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*[[2012_Spring_MA_265_Walther|Spring 2012, Prof. Walther]]
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*[[2011_Fall_MA_265_Walther|Fall 2011, Prof. Walther]]
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*[[2011_Fall_MA_265_Yu|Fall 2011, Prof. Yu]]
 
*[[2010_Spring_MA_265_Walther|Spring 2010, Prof. Walther]]
 
*[[2010_Spring_MA_265_Walther|Spring 2010, Prof. Walther]]
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*[[2010_Fall_MA_265_Nathaniel_Rounds|Fall 2010, Prof. Rounds]]
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*[[2010_Fall_MA_265_Walther|Fall 2010, Prof. Walther]]
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*[[2010_Fall_MA_265_Momin|Fall 2010, Prof. Momin]]
 
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[[Course_List|Back to course list.]]
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[[Meta_Course_List|Back to course list.]]

Latest revision as of 10:48, 20 May 2013


MA265:

"Elementary Linear Algebra"



Peer Legacy

Share advice with future students regarding MA265 on this page.

Interesting pages related to MA265

Linear Equations and Linear Transformations
Subspaces of $ R^n $
  • if V is a subspace of Rn. then [ ... ]
Orthogonality
Determinants

Want more? Click here to view all pages in the MA265 Category. Click here to view all pages in the linear algebra category.

Semester/Instructor specific pages


Back to course list.

Alumni Liaison

To all math majors: "Mathematics is a wonderfully rich subject."

Dr. Paul Garrett