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Things turned when I tried to go for a minor in EE and enrolled in a class called Math for EE, which basically was divided into two parts: First half was a survey of Discreet Mathematics (emphasis on propositional calc, predicate calc, valid rules of inference, valid proof methods, common fallacies, naive set theory, graph theory) from the book Discrete Mathematics by K. Rosen, and a second part was intro to complex analysis from a text by Brown and Churchill. I had to drop the course 2/3 in because I was overloaded with coursework, so I can't really add this to any graduate application but at least the knowledge stuck.

Right now I'm working myself through (self-study) Calculus vol. I by Apostol and I'm doing every proof excercise and I find that I have a talent for this, but these are still just baby steps. I try to read slowly, reflect on the proofs, and spend time on the excercises, but time is one thing I'm running out of because soon I have to decide if I want to enter the workforce or continue onto graduate level.

Any math major will probably blow me out of the water because I've looked at top undergrad math courses and I see courses such as abstract algebra, topology, differential geometry, and many many others that I just won't have time to get myself properly acquainted with before I graduate. Basically, I'm trying to establish whether graduate mathematics is out of my reach and a hopeless goal? I'm asking this on an internet forum because my parents just aren't able to help me this and I have never gotten a sound advice from counselors, but this board seems populated with some well qualified people.