I'm looking for a comprehensive book/a comprehensive list of books on graduate analysis that covers/cover these topics: Lebesgue measure and integration on $\mathbb{R}^d$, the relationships between integrability and differentiability (it must also cover the theory of functions of bounded variation), complex analysis and fourier analysis.

# A comprehensive book on graduate real analysis

complex-analysisfourier analysisintegrationreal numbersreal-analysis

## Best Answer

The following books might be interesting in your case too:

The following books are available as PDF:

Here is a chapter on Lebesgue Integral (the whole book Lectures on Real Analysis might be interesting, since one can see at least the chapter titles including descriptions of its content):