# Reference request for calculus and integration on Banach spaces

I'm looking for some references about calculus and integration on Banach spaces. In particular, I'm interested in some basic results about:

1. Derivatives and differentiation of continuous functions $$f:I \rightarrow X$$, where $$I$$ is a open interval of $$\mathbb{R}$$ and $$X$$ is a Banach space on $$\mathbb{R}$$.
2. Integration of functions $$f:I \rightarrow X$$.
3. Complex differentiation of functions $$f:\Omega \rightarrow X$$, where $$\Omega$$ is an open subset of $$\mathbb{C}$$ and $$X$$ is a Banach space on $$\mathbb{C}$$ (simple results about holomorphic functions which takes values in a Banach space).

My background includes calculus and integration in $$\mathbb{R}^n$$, measure theory, basic complex analysis, and basic results about Banach spaces (Hahn-Banach theorem, open mapping theorem, closed graph theorem).

Could someone suggest me some book or lecture notes where I can briefly recover some information about the topics I listed?