This is from PMATH 351 at University of Waterloo. Every pure math student takes the course in 3rd year. Lebesgue integration isn't covered until 4th year, though it is not restricted to R at that point.
I'm sorry you think my comment was intended to be a "flex". I was trying to make a point about university mathematics which is this: at university level students should be going beyond solving simple computational problems. Synthesizing a proof requires a higher level of understanding than the application of a standard problem-solving technique. See Bloom's taxonomy [1] for details.
I'm sorry you think my comment was intended to be a "flex". I was trying to make a point about university mathematics which is this: at university level students should be going beyond solving simple computational problems. Synthesizing a proof requires a higher level of understanding than the application of a standard problem-solving technique. See Bloom's taxonomy [1] for details.
[1] https://en.wikipedia.org/wiki/Bloom's_taxonomy#The_cognitive...