# A source for $01$-polytopes

Can you recommend any books or survey articles on $$01$$-polytopes, thats is, polytopes with vertices in $$\{0,1\}^n$$?

I am less interested in random $$01$$-polytopes, but more in the combinatorial structure of these, which polytopes can be realized as $$01$$-polytopes, their symmetries, their combinatorial types, interesting families of examples one should know, ...

There seems to be a flood of articles out there, but I am not aware of any book to start reading about a general theory. I suspect that sources on lattice polytopes might work as well, but the questions one might ask for this more general class are often different. But maybe some book/article on these contains a section devoted to $$01$$-polytopes.