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Time for language to click & make sense?

 Language Learning Forum : General discussion Post Reply
12 messages over 2 pages: 1
Arekkusu
Hexaglot
Senior Member
Canada
bit.ly/qc_10_lec
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 Message 9 of 12
09 April 2010 at 7:07pm | IP Logged 
Pareto's law would dictate that 20% of those hours account for 80% of the progress made.
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vb
Octoglot
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Afghanistan
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 Message 10 of 12
09 April 2010 at 7:28pm | IP Logged 
Arekkusu wrote:
Pareto's law would dictate that 20% of those hours account for 80% of the progress made.


This would mean that a minute within the magic 20% would be 16 times more effective than one from the other 80%. Blimey.

Does it have a fractal quality to it: in other words, would 20% of the magic 20% itself be 16 times more effective than the other 80%?
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Arekkusu
Hexaglot
Senior Member
Canada
bit.ly/qc_10_lec
Joined 5385 days ago

3971 posts - 7747 votes 
Speaks: English, French*, GermanC1, Spanish, Japanese, Esperanto
Studies: Italian, Norwegian, Mandarin, Romanian, Estonian

 
 Message 11 of 12
09 April 2010 at 8:54pm | IP Logged 
The equation certainly works with word frequency.

I took a sample of 35000 words, containing 5700 different words.

The most frequent 20% of words equalled roughly 80% of the total word count.
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vb
Octoglot
Senior Member
Afghanistan
Joined 6426 days ago

112 posts - 135 votes 
Speaks: English, Romanian, French, Polish, Dutch, German, Italian, Spanish
Studies: Russian, Swedish

 
 Message 12 of 12
10 April 2010 at 8:23am | IP Logged 
Arekkusu wrote:
The equation certainly works with word frequency.


Zipf's law is along the same lines: http://en.wikipedia.org/wiki/Zipf's_law


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