@user127001 I can sympathize with the time lost while commuting, but I would recommend against missing class. There are often things said in class that make a big difference in understanding the material. That's why they bother having classes.
plus there is often an interaction factor in class that is beneficial.
@rob I am on the bus right now. About 15 min late and I think I will get there in another 15 min. so total 30 min. late. I departed ahead of schedule today but the buses didn't stop to pick me up so that wasted about 20 min.
If I don't go to class late then I just wasted money since I will just go back home immediately after I get off the bus
@robjohn I'm a little confused- you can integrate things that are discontinuous on a measure zero set- but you certainly can't differentiate that. What does that says about the relationship between the derivative and integral? I always thought they were inverses.
Well basically it is not specifically to do with contour integration but I am trying to do something with this $$\int_0^t dx \frac{W(- \log x)}{\log x}$$
But I do not thing I am going anywhere with it
I was going to try and you know series expansion into analytic form.
The professor was plugging his book during the lecture. I kind of want to actually buy it and ha e it autographed by him but my mom might find the book
@Jasper it's been an issue for 20 years I don't think circumstances will change. Just 3 more years to put up with until I can get accepted into a PhD program to move out. Otherwise I don't think I can work and study math full time without sacrificing my grades
I stumbled on something simple and fun, the arithmetic and harmonic means of $x$ and $1$ converge on $\sqrt{x}$ using only very simple arithmetic, I'll probably still use newton though because it's flexible
