- #1
Radic S
Gold Member
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I'm looking at purchasing Algebra (2nd Edition) by Michael Artin, is this a good book to purchase as my first intro to linear algebra book for self learning?
micromass said:No, it's not. Artin's book barely touches linear algebra. Sure, it does determinants and vector spaces and all that jazz. But you should get a book that focuses solely on linear algebra.
Furthermore, if you never heard of linear algebra before, then you should get an easier book.
micromass said:Artin is an excellent book which you definitely should go through once. But right now, I don't think it's a very good idea to do it.
What's your current knowledge of linear algebra? For example, do you know what a matrix is? Do you know how to multiply and invert matrices? Do you know what a determinant is?
Radic S said:Nothing, I've scene what matrix's look like and done some small multiplying/inversion but it didnt count for anything. Something from ground zero.
micromass said:OK, what about other mathematics? Stuff like analytic geometry: equations of lines and planes? Dot product? Trigonometry?
micromass said:Don't order the books immediately! You should always read the first few sections to see whether you even like the book. It's not because I like a book that it is suitable for you. Books are very personal things.
smodak said:Another great companion book on linear algebra is (very inexpensive and a must have in my opinion)
https://www.amazon.com/dp/B00HLW5V9U/?tag=pfamazon01-20
The author has a series of excellent video lectures on linear algebra
https://www.lem.ma/web/#/books/VBS92YDYuscc5-lK/landing
The purpose of an introduction to linear algebra book is to provide a comprehensive and foundational understanding of linear algebra concepts and techniques. This subject is essential for understanding advanced mathematics, engineering, computer science, and other fields.
It can be challenging to learn linear algebra, especially for those who are new to the subject. However, with practice and dedication, it is possible to grasp the fundamental concepts and improve problem-solving skills.
Basic knowledge of algebra and geometry is helpful but not necessary to understand linear algebra. However, a strong foundation in mathematics can make it easier to understand and apply linear algebra concepts.
Linear algebra has many applications in various fields, including data science, economics, physics, and engineering. It is used to solve complex problems, make predictions, and analyze data sets.
Aside from textbooks, there are many online resources available for learning linear algebra, such as video lectures, practice problems, and interactive tutorials. It is also helpful to seek guidance from a teacher or tutor for a better understanding of the subject.