Once you have the legitimate PDF (or physical text), the real work begins. Artin is notoriously dense. Here is how to survive it:
The second edition features significant updates and new sections compared to the original 1991 version. Major Topics Covered 2nd Edition Updates (Subgroups, Homomorphisms, Quotient Groups) Revised discussion of the Correspondence Theorem. Linear Algebra (Vector Spaces, Jordan Form) Jordan Form is introduced earlier with Filipov's proof. Rings and Fields (Ideals, Factorization) algebra by michael artin 2nd edition pdf
The latter half of the book transitions into Ring Theory and Field Theory. Here, the 2nd edition shines by connecting these concepts to geometry. Once you have the legitimate PDF (or physical
Michael Artin’s Algebra is a highly respected, graduate-level introduction to modern algebra, though it is also used in advanced undergraduate courses with strong prerequisites. Unlike many standard algebra texts that separate topics into rigid sections (groups, then rings, then fields), Artin’s approach is thematic and geometric , weaving together concepts to show the interconnectedness of algebra. Here, the 2nd edition shines by connecting these
If your library doesn’t own the ebook, request an ILL. They will scan the specific chapter you need (e.g., "Chapter 6: Group Actions") and email you a PDF of that section legally.