The classes it's been most heavily used for me has been in optimization, control theory and advanced statistics (google for 'principal component analysis') so far. But meh, you'll get more matrices and vectors than you could shake a stick at as soon as you start tackling real world problems -...
Also don't forget that lots of things change in five years. People tend to have a rather naive picture about what their passions are, which is constantly changing and maturing. You should NOT decide what to do with your life based on youtube videos. I constantly bump into people who chose a very...
Kaske,
You have the good fortune in living in a country where you have access to a physics programme which is highly sought after, both in academia and in basically every part of the industry. I'm talking about Applied Physics, or 'Teknisk Fysik' as we call it. If you decide that an academic...
Which math courses are you basing your love for pure math on? Because let me tell you, getting sick of the subject despite initially feeling like you've found your calling is certainly possible.
Not talking about spending all your academic credits on stuff like analytic number theory and etale cohomology or whatever, but there's a couple of math courses I'd be very interested in, if they'd be at all useful to signal processing/communication theory, namely functional analysis and...
Extrapolating from what I've readon on actuary forums, I'd say that regarding knowledge actually applicable to the actuarial profession, there is little to be gained from higher math apart from a general mathematical maturity. Nothing wrong with that though, I suppose.
Homework Statement
Infinite straight conductor, parallel with z axis, of radius R1 with a cylindrical cavity of radius R2. The axis of the cavity passes through the point <0,b,0>. A current I flows through the conductor. The current density is homogenous inside the cundoctor. Find the...
We use Cheng and that books has so far required zero experience in complex analysis. There's some harmonic functions, but on a very basic level, and I don't think it ever mentions conformal mapping techniques or anything like that.
Edit: I'd actually like to go even further and say that most of...
I'm considering applying for some internship/job this summer if my plan A doesn't pan out. Listings are utterly sparse, though. I'm sure there are opportunities out there, but from what I've heard, the smartest thing to do is contact the companies you're interested in directly instead of sitting...
The notion of "sucking" at a particular branch of math is in 99.9% of cases delusional, ridiculous and harmful. You're basically accepting defeat. It's an excuse. If you "suck" at it, just work harder. You should never accept that you're naturally inept at something as important.