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UCL Mathematics Alegebra 1 help

Does anyone have any good resources for the following topics:

Fields
Q, R, introduction to C. Finite fields Fp.

Vector Spaces
Subspaces of R^n, Q^n: Linear independence. Basis and dimension

Linear Mappings
Linear mappings and matrices
dim Ker + dim Im = dim Domain

edit: preferably youtube videos or websites that teach the topics
(edited 8 years ago)
Reply 1
Original post by xKay
Does anyone have any good resources for the following topics:

Fields
Q, R, introduction to C. Finite fields Fp.

Vector Spaces
Subspaces of R^n, Q^n: Linear independence. Basis and dimension

Linear Mappings
Linear mappings and matrices
dim Ker + dim Im = dim Domain


Algebra and Geometry by Alan Beardon.
Reply 2
Original post by Zacken
Algebra and Geometry by Alan Beardon.


Hey thanks for the quick response :smile:

I was thinking more along the line of websites youtube videos etc
Reply 3
Original post by xKay
Hey thanks for the quick response :smile:

I was thinking more along the line of websites youtube videos etc


MIT Open Courseware will have some linear algebra lecture series, browse to see what they have to offer
Reply 4
Original post by shamika
MIT Open Courseware will have some linear algebra lecture series, browse to see what they have to offer


Thanks for the reply, this link seems to cover the topics I mentioned: http://ocw.mit.edu/courses/mathematics/18-700-linear-algebra-fall-2013/index.htm

How do I access the videos on this topic?
Reply 5
Original post by xKay
Thanks for the reply, this link seems to cover the topics I mentioned: http://ocw.mit.edu/courses/mathematics/18-700-linear-algebra-fall-2013/index.htm

How do I access the videos on this topic?


You'll have to search for a version of the course that has videos - carry on searching. (If you're still stuck at the weekend remind me and I'll see if I can find anything.)

I know OCW has calculus materials so I'd be amazed if it didn't have LinAlg stuff too

EDIT: what about this http://ocw.mit.edu/courses/mathematics/18-06-linear-algebra-spring-2010/? That has videos
(edited 8 years ago)

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