DanZimm

:D

@KevinDriscoll that stuff is super cool

Ya I have no idea sorry

I might be able to help you, but I warn you of my lack of intelligence

Well, hello

;P

@Chris'ssis I've noticed you're quite the integral guru ;D

(I'm familiar with it)

@BalarkaSen are you working on proving such a conjecture?

hanging in there - unfortunately have a paper to write and no time to learn what I want to learn mathwise ;P

Howdy, how's it going?

Good, and?

@beginner hint: binomial coefficients

or @TedShifrin can't remember who was grading

aight well have a nice day, good luck grading @MikeMiller

tried to turn it to math

Is anyone familiar with weak $L^p$ spaces? If they are can they point me to any decent resources?

@MikeMiller I'm not really a baseball fan anymore but are they still playing, aren't they out of season?

@Huy O.o, if you understand the point he's saying then stop! :P

@Huy I think what's trying to be said is sure you can say these things, but the majority of the room does not want to have this sort of conversation in this room so please don't have it in this room

yea

even if the formula you have to derive from several other formulas

from my experience that's what a ton of it is

e.g. "here's a formula, here are what the variables are except for "x", find "x""

to some extent yes - but the calculations I'm talking about are physics calculations - after being a physics major, I'm much more interested in a more rigorous mathematical approach

Pretty merh about calculations

except straight calculations

thinks all math is fun

Ah fun!

or like to study rather

@BalarkaSen what do you study?

I suppose

I'm fine with it here and there but I enjoy lectures generally

My point was I don't like our classes being only group work

I much prefer to struggle on my own doing homework ;P

so we have been struggling through the basics instead of being lectured about them

The worst to me is how my professor insists on the class working in groups the majority of the time

Very fun! Unfortunately my topology teacher skipped my favorite part (sequences/nets) in order to cover an intro to algebraic topology

optimal control I really know just about nothing though, but calculus of variations I know a fair bit

I'm generally interested in analysis also, so optimal control + calculus of variations tempts me too

to each his own

is still not a mathematician so he can't really speak much on these things

(although a property like that may be fairly difficult to find)

e.g. convex a.e. on this domain

If you wanna go really applied you can start to work with engineers and try to find properties of the solutions

so since nature abides by the PDEs we should probably be able to come up with some sort of solution

These PDEs arise from physical problems

There's no hope to find classical solutions (or solutions which are smooth and you can write out the formula for them)

It's fairly technical at this point

Also why ugh?