Comments on: A break from reality

By: @Y

@Y — Fri, 16 Jul 2010 03:23:37 +0000

well you must be the tall lanky dude with the bad hair, like a cracked out Robert Plant.

By: Y

Tue, 11 Aug 2009 21:07:08 +0000

Well, speaking on behalf of the “quarter”, Homology, Cohomology, etc… have a very very firm connection to their real-life origins through Algebraic Topology. The fact that an Applied Mathematician like you can’t see that is entirely your problem, and no reason to mock all us Pure Mathematicians who do.

-Some guy who finished Pure Math and Computer Science top of his entire university class, while doing a Bachelor of Music in parallel.

By: chris

chris — Mon, 16 Mar 2009 10:41:55 +0000

from many different angles lol

By: slider142

slider142 — Sat, 07 Feb 2009 02:38:22 +0000

Euler’s identity is a jewel of analysis that is one of the links connecting geometry and algebra. As such, there are many ways to derive and explain it, approaching it from many different angles. For the geometric and algebraic approach both explained succinctly, you will need a bit of experience in calculus and mathematical maturity. Then you should check out the text “Visual Complex Analysis” by Tristham.

By: Nishant

Nishant — Fri, 16 Jan 2009 03:54:17 +0000

Is Euler’s identity something you can explain to the masses or will it remain forever beyond my comprehension.

By: Jonathan Weatherhead

Jonathan Weatherhead — Wed, 14 Jan 2009 00:22:08 +0000

LMAO. Ironically, I just saw that today (Euler’s Identity, not the movie clip) in a geometry class I’m taking and jokingly quoted my friend that line.
He accused me of being a nerd, but it seems that he understood the reference…

By: Dan

Dan — Tue, 13 Jan 2009 01:23:41 +0000

Go math go