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You put the thesis in kick the antithesis out pull the synthesis together and you shake it all about it's the Hegel dialectic and you turn it all around; that's what it's all a-bout! Inspired by some discussion on evan's journal.Tags: brains, poetry, silly
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My abstract for the UNLP workshop:
High-speed, high-entropy parse forest pruning with TUNGUSKA
[name]
Transylvania Polygnostic University
High Energy Magic Building
Genetic Algorithms are a popular theory, especially because we
hear that genetics research is well-funded these days, and we suspect
that government agencies often use bag-of-words models to make grant
decisions. [Please take note that this research has no bearing on
terrorism, biostatistics of terrorism, biostatistical terror, or the
missing chemical weaponry in Iraq.] Growing sophistication in these
algorithms has incorporated more and more analogies from evolutionary
and molecular biology, including "crossover", "mutation", "island
effects", "Dr. Moreau", and "wolf-boy".
[Alvarez and Alvarez] propose that the superorder /Dinosauria/ was
erased by a long-distance movement phenomenon involving a kiloton ice
comet, bringing in the advent of angiosperms known as "trees". Our
TUNGUSKA system implements an analogous method for construction of
syntactic trees designed to follow these trends. Our parser,
implemented in SNOBOL, uses catastrophic destruction of a treebank or
parse forest to provide an ecological niche for new trees, using a
BLAST and PSI-BLAST pruning technique only recently approved by the
Department of Energy.
We present current results in the first stages of this experiment,
which has a large effective radius and has resulted in great support
from nearby surviving faculty, who are happy to move their offices to
accomodate our research. Many have issued supportive comments like
"if you run that thing again you'll kill us all." They laughed at us
at the academy, but who's laughing now?
Ah, I crack myself up. Tags: brains, computers, silly, theory Current Mood: silly
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Apparently, European non-American international paper sizes are all of the ratio √2:1 , with A0 being defined to have a 1m² area. Thus A1 has 0.5m² area, and A2 has 0.25m² area, etcetera. Thus A6 is a postcard and A10 is (at least in principle) 26-by-37mm -- the size of a large postage stamp. In addition, a sheet of A i paper can be exactly covered by two sheets of A i+1 paper. (This is a special property of this ratio.) The relatively well-known A4 letter paper is a member of this class, and thus has an area of 2 -4 = 1/16 m². Thus you can compute the dimensions of any A i paper by solving the system of equations: l * w = 2-i l = √2 w This neat interlocking relationship would be really handy (as the link suggests) for easy reductions with a photocopier. American paper sizes, o my foreign reader, have no such elegant relationship to each other known to this author. [ update: unbelievably geeky, but cool: the B series is the geometric means between adjacent A values, and even the C-series (envelopes) follow the same pattern.] Also, there's a rather tongue-in-cheek (one hopes) explanation for other interesting properties of the A4 paper. [this post brought to you by trying to print the B5 paper size Computational Linguistics two-up onto American letter paper.]Tags: brains, link Current Mood: befuddled
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