I'm attempting to self-study real analysis and was looking at the popular textbook recommendations. So far, I've seen Abbott and Cummings for beginners. With Rudin, Stein, Bartle, and Zorich for more advanced books.
My question is : What book is the sort of "Bible of Real Analysis" or reference book, where if one knows the book from cover to cover he would have a colossal grasp on the subject.
To clarify my question, I mean a textbook that would cover the whole surface of analysis after learning it from a more elementary book such as Abbott or Zorich.
I recommend you should try Mathematical Analysis by Apostol, it is elementary as well as advanced for real analysis, here you will get multi-dimensional Riemann Integral and Lebesgue Measure with the touch of basic analysis of sequence and series, overall it's really a good book. Thank you.