2007-05-07

synchcola: (Default)
2007-05-07 05:25 pm

"Well, why not reduce the equation to a simpler form by multiplying both sides by naught?"

Blah, a creepy guy at the magazine store followed me down a back street and asked me if I "wanted a ride". This is the second creepiest pickup attempt that I have been subjected to.

I want to get some idea of what this paper is about, but it's in German (and I have to go to UBC to read it, too).

Speaking of which, "Watson's Third Integral" is very nearly done, although it could probably use a rewrite. Here: blah. Section 7 is the part about modular equations. (and that whole section is just to prove that k_6 = (2 - \sqrt{3}) (\sqrt{3} - \sqrt{2}) and k_{2/3} = (2 - \sqrt{3}) (\sqrt{3} + \sqrt{2}). I'm trying a different font XD)