Dammit. The Intro To Topology book I checked out of the library has vanished and it's due tomorrow! Grrr.
I remember bringing it into the house and putting it on the coffee table, but then my roommate cleaned and now...nada.
I'm left with the theory that the book, B(T), which is obviously contained in the set of all literature, A(L), met an open subset X, X in A(L), and in a twisted version of F:X-->T, F being some god-forsaken function for Fate, the book simply turned itself into a point particle and I can't friggin' see it without disturbing its location.
Then again, maybe not. Maybe I should've just paid more attention when I was reading it. Grrrrr.
I remember bringing it into the house and putting it on the coffee table, but then my roommate cleaned and now...nada.
I'm left with the theory that the book, B(T), which is obviously contained in the set of all literature, A(L), met an open subset X, X in A(L), and in a twisted version of F:X-->T, F being some god-forsaken function for Fate, the book simply turned itself into a point particle and I can't friggin' see it without disturbing its location.
Then again, maybe not. Maybe I should've just paid more attention when I was reading it. Grrrrr.
VIEW 8 of 8 COMMENTS
vielus:
Good luck my brother! 
enelysion:
Hmm...Point particles can be tricky to find. My advice: Solve the time-dependent wave equation and this should at least give you a narrowed down field of probable location. That is, unless your subset isn't in Hilbert space. Then you're still screwed.