I do not know why, but I am pretty frightened with equations, although I still enjoy them on some level.
That is perhaps why I am more fond of algebra than analysis.
Anyway, the library got a new book, which had compiled papers related to Goldbach's conjecture... What is it? It's one of the most popularbut unsolved problem... It does not only regards number theory, but mathematics in general. And now, I know why...
I have been really slowin understanding while reading the book because the approach is all from analytical number theory... I have been studying only elementary number theory and algebra... and I was just a beginner (since I studied by myself only one book) in algebraic number theory... I once borrowed analytica number theory books for a month, but I didn't really study them and returned them...
Man, I should know more... I should study more...
To get to one of my goals: solve one unsolved problem in mathematics...
Why need of complex plane and all analysis thing in number theory, for god's sake?
Anyway, another beauty of mathematics in reality...
