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Old 1st May 2011, 08:05 AM   #1
bigred
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Most/least fav branches of math

In school I loved algebra, I guess because it seemed so straightforward. HATED geometry - this law proves that angle, blah blah, borrrrring. I didn't get much farther than a few initial courses of calc, kinda neutral on it.

You?
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Old 1st May 2011, 08:33 AM   #2
dasmiller
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Didn't care much for the basic vector math (dot & cross products, that sort of thing) at the time, but later when I had to write my own 3D graphics engine, vector math became very, very cool. Later, when modeling 3D comm systems, I was delighted to find out how much easier that stuff got if you had a good vector library. So that would be my favorite, now.

Least favorite . . . someday I'll go off on my rant about Joukowsky transforms.
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Old 1st May 2011, 01:41 PM   #3
Jorghnassen
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Math has too many branches. I hate them all.
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Old 1st May 2011, 02:07 PM   #4
Sledge
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I'm against whatever inspired the creation of Numb3rs. That show is beginning to annoy me.
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Old 1st May 2011, 02:13 PM   #5
Molinaro
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I love predicate calculus.

I hate non-euclidean geometry.
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Old 1st May 2011, 03:24 PM   #6
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Anything requiring a lot of creativity and cleverness, such as computational theory or graph theory.

Anything that can be applied to real world problems. Vector calculus without applications = no fun, vector calculus used for EM = fun.
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Old 1st May 2011, 06:21 PM   #7
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Loved me some solid geometry. Still use it frequently.
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Old 1st May 2011, 06:32 PM   #8
Spindrift
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I have a degree in math so I like most branches, but I hate abstract algebra. I struggled to get a C, it was the only math class I had a problem with.
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Old 1st May 2011, 11:59 PM   #9
Kaylee
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I enjoyed high school math: algebra, trig and geometry. I liked the logic and the conciseness. Of the three, it was a tie between algebra and geometry as I could see how to apply what we were learning to real life situations.

I didn't enjoy math in college: calculus and statistics. Probably because I couldn't teach myself those subjects out of the textbook and the acoustics in the college classrooms were far more challenging than the acoustics in my high school classroom and I got nothing out of the lectures.

I'm reading Statistics for Dummies right now however and so far so good. The author does a nice job of relating the concepts to every day situations and topics that typically come up in the media.
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Last edited by Kaylee; 2nd May 2011 at 12:02 AM.
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Old 2nd May 2011, 01:24 AM   #10
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Interesting-- calculus has been my favorite ever since I taught myself out of a textbook because I found it amazingly powerful: all these real-world problems that could now be solved with it. Trig is least favorite since, like dasmiller, discovering the simplicity of vectors in place of angles for 3D rotations.
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Old 2nd May 2011, 07:59 AM   #11
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So much of the lower level math is just learning manipulation rules, which suck. I hated my matrices class - hand solving tons of matrices problems. I loved learning calculus, in that learning the general principles was so cool - it opened up a whole world, though at some point it was again - learn this manipulation.

I enjoyed computational numerics - but I was working on a thesis on developing parallel algorithms for solving them, so it was not much manipulation, but a lot of thinking.
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Old 2nd May 2011, 09:05 AM   #12
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Like: Linear algebra in euclidian spaces, geometry.

Hate: Numerical masturbation(what was called "math" in 1-6th grade and mostly involved doing long division 4 billion times with pen and paper; really just manual computation). You need to know what manipulations may be performed, but there's no point training to become very good at something which a computer is a billion times better at.

Is easily bored by: "Consider an n-dimensional hypercube, and connect each pair of vertices to obtain a complete graph on 2n vertices. Then colour each of the edges of this graph either red or blue. What is the smallest value of n for which every such colouring contains at least one single-coloured 4-vertex planar complete subgraph?"
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Old 2nd May 2011, 09:43 AM   #13
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Complex analysis has always been my favorite math. I liked learning the tools of it, but mostly I love the concept. We learn about the "number line" in first grade. In complex analysis, you step off the line.
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Old 2nd May 2011, 09:43 AM   #14
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I can't math.
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Old 2nd May 2011, 10:06 AM   #15
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I'm pretty much down with arithmetic... If I have 5 apples, and give two to Henry... That sort of thing.
Other than that I am in the ranks of the innumerate.

From my sig, you'd guess I was attracted to non-Eucllidian geometry, but it's just too alien...
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Old 2nd May 2011, 10:30 AM   #16
Molinaro
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From your sig I would guess you are attracted to the empty set.
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Old 2nd May 2011, 10:40 AM   #17
Mark6
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Originally Posted by Spindrift View Post
I have a degree in math so I like most branches, but I hate abstract algebra. I struggled to get a C, it was the only math class I had a problem with.
Opposite.

I too have a degree in math (B.S.), and I loved abstract algebra and number theory. It's a shame I forgot all of it Calculus I kind of liked. Utterly hated geometry -- except when done algebraically.
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Old 2nd May 2011, 10:42 AM   #18
Mark6
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Originally Posted by soylent View Post
Is easily bored by: "Consider an n-dimensional hypercube, and connect each pair of vertices to obtain a complete graph on 2n vertices. Then colour each of the edges of this graph either red or blue. What is the smallest value of n for which every such colouring contains at least one single-coloured 4-vertex planar complete subgraph?"
I used to enjoy things like that. Unfortunately, if you do not keep practicing them you lose the ability to do them -- and to enjoy them.
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Old 2nd May 2011, 05:02 PM   #19
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I like thinking. Years ago, pre-internet, I needed to know the surface area of a sphere, but had forgotten the formula. i brute forced it out of my head. A proud, silly moment for me.
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