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I was an electrical engineering student and knew how to utilize the necessary mathematical tools to solve anything that came my way.

I always had a deep latent predilection for mathematics but due to some constraints I was unable to spare much time on improving my knowledge of the subject on more advanced matters like topology and abstract algebra. There was a bridge that I couldn't see to make the leap to advanced mathematics, hence my vicissitude in reading books on analysis and topology. I end up every time perusing the preface, authors note, table of contents and the first 15 pages before closing the book and forgetting about it.

I found a book called A Mathematical Transition to Advanced Mathematics by Gary Chartrand. It is so far the best book I have read on mathematics which maybe due to its edifying effects of my long struggles with advanced math textbooks.

I am now looking forward for a book in Number Theory, Abstract Algebra and Topology to deepen my knowledge. I don't want a book too concise as to get one frustrated or full of prolixity as to make one lose his interest.

Thank You

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