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- #1
- Jan 17, 2013
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I am a sophomore student at university and decided to take a major in Computer Science. I just read about Mathematics as a self-study. For the most part I am interested in special functions ( especially digamma and zeta functions) also I like integral transforms. I read a lot about mathematics but the problem is when I read about a certain subject I realize that I am missing something so I go and read about it which might take me weeks to fully understand it then come back to the original topic again. Originally at university I only have been taught basic calculus and multi-variable calculus. I decided recently to go deep in understanding the zeros of zeta function and its analyticity as I have a background in complex analysis. My question is can I continue like that or should I take a major in mathematics ? The topics I read about are ( special functions , differential equations , linear algebra , complex analysis , real analysis , Fourier series and transform , Laplace transform )
What else should I read about to fully understand the zeta function and its zeros ?
What else should I read about to fully understand the zeta function and its zeros ?