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Are groups and rings more difficult algebraic structures to understand than vector spaces? https://ift.tt/eA8V8J

I have read multiple posts on here and in other places where most people seem to recommend to learning linear algebra before abstract algebra. Is that because vector spaces are simpler to understand than groups and rings? I am having some challenges with understanding how certain aspects of vector spaces work, I was wondering if learning about rings and/or groups can help me better understand how vector spaces work?



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