From: collins@newton.apple.com (Scott Collins)
To: James Hicks <71332.747@CompuServe.COM>
Message Hash: b899b893bf45b99402be8e69ab566ba6b58fd252a77a75267bfa4f0b25c6bf13
Message ID: <9312022002.AA26873@newton.apple.com>
Reply To: N/A
UTC Datetime: 1993-12-02 20:12:32 UTC
Raw Date: Thu, 2 Dec 93 12:12:32 PST
From: collins@newton.apple.com (Scott Collins)
Date: Thu, 2 Dec 93 12:12:32 PST
To: James Hicks <71332.747@CompuServe.COM>
Subject: Re: N-Gram
Message-ID: <9312022002.AA26873@newton.apple.com>
MIME-Version: 1.0
Content-Type: text/plain
>[algorithm to] store data the same way the human brain does.
>[stored data would] take up only [0.5%] of the original space.
Whoever said the human brain stores data compressed to 0.5% of its original
size, and what is its original size anyway.
Paul Baclace says:
>Sounds like Bugajsky creates a generative grammar and then stores list
>of productions that specifies a walk on the tree to extract data. This
>is a form of Kolmogorov Complexity compression, which has been expanded
>upon most notably by Chaitin.
I agree. The description sounds more like this than anything else I'm
familiar with.
Paul Baclace goes on to say:
>I wonder whether [he] includes the size of his grammar in [the claim]
0.5% is a questionable claim. If it includes the grammar, then the grammar
must be very simple, and the data of very low entropy with respect to it --
in which case 0.5% would be an uninteresting experimental result. If the
claim does _not_ include the size of the grammar, then the claim is useless
for evaluating this scheme.
Scott Collins | "Few people realize what tremendous power there
| is in one of these things." -- Willy Wonka
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1993-12-02 (Thu, 2 Dec 93 12:12:32 PST) - Re: N-Gram - collins@newton.apple.com (Scott Collins)