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SuperiorPrep
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Thanks for this discussion and forum - my cousin is studying physics in the UK and I am definitely going to have to refer him!
grendle7 said:Does anyone know how to subscribe to a thread, without having to post a reply?
Do you care a lot about getting an A/A+ or would you not mind getting a B+, simply because you haven't done 50+ problems (drilling/grinding can be fun but it can get tedious...) and thus couldn't finish within the required time? I had an exam today (stats) and lost three marks (out of fifty) because of a timing issue.
The instant my exam was taken from me, which was about a minute after "pens down", I figured out how to solve one of the problems. I also lost another 4-5 marks, mostly because of time issues. Now there's also potential mistakes in the things I thought I did correct!
I'm sure you've heard this before, but my grades suffer from "dumb mistakes." I don't know how to stop making them, and I don't know if they are something that is eventually going to be ironed out or if I have to find another way to fix this. I really do take my time with everything, but they still seem to crop up.
From childhood I was passionate about mathematics but I noticed I can not afford to become a mathematician.
mathwonk said:you might try becoming a mathematician who spends more time with her family. you could start a trend.
Mariogs379 said:@mathwonk,
Bit of a specific question but I thought you might be a good source of advice. Here's my background/question:
Went to ivy undergrad, did some math and was planning on majoring in it but, long story short, family circumstances intervened and I had to spend significant time away from campus/not doing school-work. So I did philosophy but have taken the following classes:
Calc II (A)
Calc III (A)
Linear Alg. (B+)
ODE's (A)
Decision Theory (pass)
Intro to Logic (A-)
Anyway, I did some mathy finance stuff for a year or so but realized it wasn't for me. I'm now going to take classes at Columbia in their post-bac program but wanted to get your advice on how best to approach this.
They have two terms so I'm taking Real Analysis I in the first term and, depending on how that goes, Real Analysis II in the second term. I'm planning on taking classes in the fall semester as a non-degree student and was thinking of taking:
Abstract Algebra
Probability
(some type of non-euclidean geometry)
Anyway, here are my questions:
1) What do you think of my tentative course selection above?
2) How much do you think talent matters as far as being able to hack it if I ended up wanting to do grad school in math?
3) I'm also having a hard time figuring out whether math is a fit for me. By that, I just mean that I really like math, I'm reading Rudin / Herstein in my free time, but I've spoken with other kids from undergrad and it's clear that they're several cuts above both ability and interest-wise. Any thoughts on how to figure this out?
Thanks in advance for your help, much appreciated,
Mariogs
Mariogs379 said:Thought I'd update. This 6 week real analysis class covers the first 6 chapters of Rudin. I'm finding the homework hard but we have a midterm on Monday; he showed us the one from last year and it looks *relatively* easy (definitely compared to the HW). Anyway, thinking I'm going to take RA II, and some classes in the fall, decide about applying to grad school the following year.
In short, material's harder than I appreciated but also much more interesting. I think I'll enjoy it even more once I get more comfortable with some of the concepts (I feel like I spend a lot of time trying to understand Rudin's language/terminology/general technical writing even when he's conveying a *relatively* basic idea. A good example is his def. of convergence; easy now, but was a bit confusing at first. Tho I think once I'm able to get the ideas more easily, it'll be even more rewarding.
Thoughts?
Mépris said:^
Sounds awesome! Post here to tell us how things pan out. What is "summer B" though? A summer class for business students?
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Does anyone have experience with the math departments at these colleges:
- Berea College
- Carleton College
- Reed College
- UChicago
- Colorado College
-Grinnell College
- University of South Florida
These are a few places I'm considering applying for next year. I don't know much about any of them except for what is found on their website and that a number of them are in cold, bleak places. And that they're quite selective...at least, for people who're non-US citizens requiring aid!
grendle7 said:Just to let you know, it's MUCH harder to get into Berea, than Harvard. G'luck! Out of the "foreign students" pool of accepted students, only 30 aspiring applicants can be chosen, out of thousands.
mathwonk said:in my opinion loomis and sternberg is a show offy book (my book is harder than yours) and the two volumes of apostol or the two volumes of spivak, or of courant, are much better.
mathwonk said:In the old days, the progression was roughly: rigorous one variable (Spivak) calculus, Abstract algebra (Birkhoff and Maclane), rigorous advanced calculus (Loomis and Sternberg), introductory real and complex analysis via metric spaces as in Mackey's complex analysis book, general analysis as in Royden, (big) Rudin, or Halmos and Ahlfors, algebra as in Lang, and algebraic topology as in Spanier. Then you specialize.
dimasalang said:i want to be a mathematician
but I am not very good in abstraction and analysis
is there a magic ingredient to be very good in math?
i want to be a mathematician
but I am not very good in abstraction and analysis
is there a magic ingredient to be very good in math?