DRMacIver

require "rubygems"
require "lingua/stemmer"

stemmer = Lingua::Stemmer.new

tag_counts = {}
STDIN.lines.each{|l| c, t = l.split; tag_counts[t.strip] = c.to_i }

duplicates = Hash.new{|h, k| h[k] = []}
tag_counts.keys.each{|k| duplicates[k.split("_").map{|x| stemmer.stem(x)}] << k }

DRMacIver

tag_counts = {}
STDIN.lines.each{|l| c, t = l.split; tag_counts[t.strip] = c.to_i }
duplicates = Hash.new{|h, k| h[k] = []}
tag_counts.keys.each{|k| duplicates[k.gsub(/-|_/, "")] << k }
duplicates.values.each{|vs| vs.sort!{|x, y| tag_counts[y] <=> tag_counts[x]} }

new_tag_counts = {}
duplicates.values.each{|vs| new_tag_counts[vs[0].gsub(/(_|-)+/, "_")] = vs.map{|v| tag_counts[v]}.inject(0, &:+)}
puts new_tag_counts.to_a.sort{|x, y| y[1] <=> x[1]}.map{|t, c| "    #{c}  #{t}" }

DRMacIver

require "set"

stopwords = Set[*
  IO.read("smart.txt").lines.reject{|x| x =~ /^#/}.map(&:strip)
]

STDIN.lines.each do |l|
  c, t = l.split
  puts l unless stopwords.include? t.strip
end

DRMacIver

require "set"

stopwords = Set[*
  IO.read("smart.txt").lines.reject{|x| x =~ /^#/}.map(&:strip)
]

STDIN.lines.each do |l|
  c, t = l.split
  puts l unless stopwords.include? t.strip
end

DRMacIver

require "rubygems"
require "sequel"

DB = Sequel.postgres('citeulike', :host => 'localhost')

DRMacIver

function load()
	world = love.physics.newWorld(2000, 2000)
	world:setGravity(0, 50)
	ground = love.physics.newBody(world, 0, 0, 0)

	ground_shape = love.physics.newRectangleShape(ground, 400, 500, 600, 10)
	ground_shape:setData("Ground") 

	body = love.physics.newBody(world, 400, 450)
	hector = love.physics.newRectangleShape(body, 0, 20, 40, 40)

DRMacIver

AESC
AGLU
AITU
AJAR
ALEC
ALSO
AREG
ATOK
ATUA
AWOL

DRMacIver

Let X1, ..., XN be Bernoulli(p)
Let Y1, ..., YN be Bernoulli(q)

X1, ..., XN, Y1, ..., YN are independent

Let P be the pearsons product moment correlation coefficient of (X1, ..., XN) and (Y1, ..., YN). i.e. P is a random variable that measures the pearsons for some specific sample of the two. 

What is the distribution of P? 

DRMacIver

13:10 < jsuereth> dibblego: Your post, as always, amuses me
13:11 < DRMacIver> jsuereth: It is not for your amusification. That is a sign of your inherent 
                   dishonestiness with respect to the non-think of agileosity. 
13:11 < ijuma> hah
13:12 < ricky_clarkson> The fact that you say agileosity means you recognise it as a concept.
13:12 < ricky_clarkson> Can we eliza him? ;)
13:13 < jsuereth> agileosity just made my word of the day
13:13 < DRMacIver> I recognise it as a non-concept which the ignorant plebians who pretend they are 
                   "programmers" when they don't recognise the obvious concepts of catamorphic 
                   homogenisation mistakenly believe has sufficient internal consistency to qualify 

DRMacIver

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