Eh? Didn't know second years stats was compulsory anywhere (for pure maths courses, at least).
Next year I'm freeeeeee from uni, although there are still a couple of things I want to conquer: Some analytic number theory (the course this year was cancelled, boo!) More homology Some simple modular representation theory (useful for if/when I go back to do a PhD) Measure theory (don't know how I managed to avoid doing this properly!)
Question: what courses are people considering taking next year.
I think our DoS expects people to go to them all at the start, and then gradually drop the ones you're struggling with/don't have time with/don't like. I'll probably go them them all to start with; my preconceived ideas as to what I like/dislike very often turn out to be wrong.
I just woke up and had the itch to revise some probability, as there is no use shying away from one's weaknesses whilst they're still compulsary... Anyway, I found some awesomely readable notes on the Stanford website, which made me wonder why I don't go snooping the American notes more often...
I just woke up and had the itch to revise some probability, as there is no use shying away from one's weaknesses whilst they're still compulsary... Anyway, I found some awesomely readable notes on the Stanford website, which made me wonder why I don't go snooping the American notes more often...
Finally installed matlab Meaning I can now miss every monday 9am lecture and just go through worksheets at home and get 3more hours in bed
Also had enough of the effects of christmas/exam revision chocolate fest that has resulted in some weight gain xD So as from today am eating healthy again and doing exercise. Needa get my 1mile run to a reasonable time, and will probably do the 100pushup routine also.
Anyone got any decent notes on graphical representations of ODE's? I missed the lecture (amsterdam) and the notes on manc website aren't that decent tbh :\
Also stats is compulsary for me also next year! GRRR!
Just as much pure as I can (so integration, group theory, etc) and coupled with caluclus of variations and multivariable calculus [which are supposedyl insanely easy]. Looking at 1 or 2 third year courses to take ut undecided as of yet.
Yourself?
I'm similarly inclined w.r.t. taking as much pure as possible. Michaelmas term: methods, analysis II, linear algebra (sigh), Markov chains, quantum mechanics and perhaps Galois theory. Lent: complex analysis (I tried it this term, but didn't find it interesting enough to keep attending), numerical analysis (I hear it's easy, but dull), statistics and geometry (though I will struggle); perhaps electromagnetism too. Algebraic topology is ruled out: "Apart from the IB analysis courses, the only prerequisite is a modicum of geometrical intuition". I'd also rather not have to wait until 3rd year to do some number theory.
It is going to be massively changed - Linear Algebra has been moved to first year.
I meant more by the change of lecturer than that. I don't think the move of linear algebra would affect it that much, except maybe make it go a bit faster as concepts that we hadn't done yet in linear algebra had to be taught to us in codes first as well. Was still a fun module though as was geometric topology.