- #1
TGV320
- 35
- 15
Hello,
I am currently self studying Linear Algebra using MIT lectures and the textbook Introduction to Linear Algebra by professor Gilbert Strang. I'm at the 16th lecture on Projection Matrices and Least squares approximation. The lectures are very informative, but I struggle a lot with the exercises from the problems in each chapter. It's excruciating.
I found out in the library a textbook called Linear algebra with applications by Steven J. Leon and after reading it a little, that book semmed relatively easier than the first one.
Please inform me if the difficulty of Steven J. Leon 's textbook is reasonable for a newbie at linear algebra like me, or is it because I'm really so bad at math that Strang's exercises seem hard.
Thanks
I am currently self studying Linear Algebra using MIT lectures and the textbook Introduction to Linear Algebra by professor Gilbert Strang. I'm at the 16th lecture on Projection Matrices and Least squares approximation. The lectures are very informative, but I struggle a lot with the exercises from the problems in each chapter. It's excruciating.
I found out in the library a textbook called Linear algebra with applications by Steven J. Leon and after reading it a little, that book semmed relatively easier than the first one.
Please inform me if the difficulty of Steven J. Leon 's textbook is reasonable for a newbie at linear algebra like me, or is it because I'm really so bad at math that Strang's exercises seem hard.
Thanks