Thanks!
Wait, but what if a problem is more abstract? Like, proving that a certain field extension is Galois if and only if it's normal and separable. The solution would need to handle both directions. Similarly, exercises on the fixed field theorem: the fixed field of a finite group of automorphisms is a Galois extension with Galois group equal to the automorphism group. Dummit And Foote Solutions Chapter 14
For the solutions, maybe there's a gradual progression from concrete examples to more theoretical. Maybe some problems are similar to historical development, like proving the Fundamental Theorem. Others could be about applications, like solving cubic or quartic equations using radical expressions. Thanks
After what felt like an eternity, I stumbled upon a website that claimed to have solutions to the exercises. I hesitated for a moment, worried that the solutions might be incorrect or incomplete. But my desire to finally understand the material won out, and I began to scroll through the solutions. The solution would need to handle both directions
Platforms like Brainly and Scribd offer structured, peer-reviewed solutions that can be "generated" or searched by exercise number.