I am wondering which chapters in Lee's "Introduction to Topological Manifolds" are most important for further studies in differential geometry. Here is the table of contents.
I intended to read through the first four chapters along with chapters 7, 11, 12 and 13 since I am aware that the topics covered in those chapters feature in various differential geometry texts.
Can I safely skip the other chapters without negatively impacting my studies of differential geometry?
Do chapters 7,11,12 and 13 require any knowledge from the skipped chapters?