(no subject)
Aug. 22nd, 2008 10:31 pmInformation Overload
Take a planet. E. Let this planet be our subjective model for this concept. Or indeed any habital medium.
Take a population of this planet. P. Let this value be the population of this planet. This value is effectively unlimited and will increase at standard reproduction rates up and including the span of the population leaving said planet and colonizing some or multiple others.
Let I be the number of pieces of information artificially generated and traceable about each individual of the species, normalised across the population such that those of higher information storage rating are lowered against those that have little, or indeed, none. Note that insofar as discoveries and general knowledge are concerned these will be referenced and counted as part of that individuals information.
Furthermore to this let D be the amount of said population who are deceased and yet still have information retained about them. Again Normalised.
To this let C be the amount of this information that can be considered 'repeated' as happens, and can be optimised, deleted or removed; thus giving the single scalar measure for technology, information storage, this is a factor against 1 whereby 1 indicates no compression and 0 indicates (impossible) compression.
Let M be the total amount of consolidated referenceable memory available to the population for information storage.
The proposal is thus;
At a point M will be exceeded when technology fails to keep up to the demands of information storage i.e. at
M = ( (P+D) * I) / C.
Is worldmind, as we know it, is living on borrowed time?
Take a planet. E. Let this planet be our subjective model for this concept. Or indeed any habital medium.
Take a population of this planet. P. Let this value be the population of this planet. This value is effectively unlimited and will increase at standard reproduction rates up and including the span of the population leaving said planet and colonizing some or multiple others.
Let I be the number of pieces of information artificially generated and traceable about each individual of the species, normalised across the population such that those of higher information storage rating are lowered against those that have little, or indeed, none. Note that insofar as discoveries and general knowledge are concerned these will be referenced and counted as part of that individuals information.
Furthermore to this let D be the amount of said population who are deceased and yet still have information retained about them. Again Normalised.
To this let C be the amount of this information that can be considered 'repeated' as happens, and can be optimised, deleted or removed; thus giving the single scalar measure for technology, information storage, this is a factor against 1 whereby 1 indicates no compression and 0 indicates (impossible) compression.
Let M be the total amount of consolidated referenceable memory available to the population for information storage.
The proposal is thus;
At a point M will be exceeded when technology fails to keep up to the demands of information storage i.e. at
M = ( (P+D) * I) / C.
Is worldmind, as we know it, is living on borrowed time?
no subject
Date: 2008-08-23 01:09 am (UTC)no subject
Date: 2008-08-23 07:58 am (UTC)And why "consolidated"? I'm not saying "not consolidated", I'm asking why that's a requirement of M that needs to be considered.
And for that matter, what's wrong with lossy compression and entropy as I posited? The Worldmind doesn't need to know everything about everybody and until there's instanteous comms across the entire universe, a lot of information that arrives will be so out of date as to not need to be stored.
But on the other hand, I don't really care :-)
Off to breakfast at Discworldcon now ...!
no subject
Date: 2008-08-23 10:38 am (UTC)It's a consideration into the point whereby the collective computer memory of the world 'breaks' and can no longer handle the requirements of the population.
Have a great time at Pratchett-con :)
no subject
Date: 2008-08-23 08:00 am (UTC)