- #1
saminator910
- 96
- 1
I am a high schooler, I have studied a fair amount of calculus probably up to about calc i level, I then skipped some stuff and did the vector calculus chapters in my calc book because it seemed interesting, I did grasp all the concepts, but I'll admit my integration techniques were not yet calc 3 level, I am weary to go back into calculus as a whole, I will be taking ap calc bc next year. I am about to finish the book "bert mendelson's intro to topology", It is great. I want to learn about differential topology, I ordered shilov's linear algebra book, do you think I can comprehend this with my knowledge, and then go on to look at differential topology? Or do you think I should just do more calculus... thank you, any advice is appreciated