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Real World Examples & Fractical Applications => Compression => Topic started by: Chillheimer on September 20, 2013, 08:14:00 PM




Title: How much you can compress music data is linked to how enjoyable we perceive it..
Post by: Chillheimer on September 20, 2013, 08:14:00 PM
I find this theory very interesting.. in short, here:

A recent study published in BioMed Central's open-access journal, BMC Research Notes, suggests that people most appreciate a piece of music containing certain specific patterns that sound complex, but are actually easily simplified and stored by the brain . This "information compression," said study author Nicholas Hudson, a biologist at the Australian Commonwealth Scientific and Industrial Research Organization, is similar to how music compression software reduces the size of audio files by identifying patterns and removing unnecessary and redundant data.

http://www.livescience.com/33050-what-makes-music-enjoyable.html

Scientific paper backing it:
http://www.biomedcentral.com/content/pdf/1756-0500-4-9.pdf


Title: Re: How much you can compress music data is linked to how enjoyable we perceive it..
Post by: Sockratease on September 20, 2013, 10:24:18 PM
Interesting.

I wonder if something similar holds true for image compression?


Title: Re: How much you can compress music data is linked to how enjoyable we perceive it..
Post by: fractower on September 21, 2013, 12:09:23 AM
Quote
I wonder if something similar holds true for image compression?

That is an interesting question. A solid colour image is very compressible (~0 bits/pixel) while an image made of random static is not more visually interesting but is essentially incompressible (24 bits/pixel for a 24 bit colour map). It would be interesting to measure the bits/pixel in the rated images of the FF archive.


Title: Re: How much you can compress music data is linked to how enjoyable we perceive it..
Post by: Nahee_Enterprises on September 21, 2013, 10:57:03 AM
    Interesting.    I wonder if something similar holds true for image compression?

And I wonder how well a digital photograph of a Jackson Pollock painting would compress??     :D
I am thinking not very well, as compared to a lot of other artist's works.