One study estimated the earth harbored 10^30 single-cell microbes. A typical microbe, like a yeast, produces one one-bit mutation per generation, which means one bit of unique information for every organism alive.Only if there are at least 10^30 bits of information in the typical organism's DNA (and even then only possibly), but the three billion base pairs of the human genome is essentially zero percent of 10^30.
Most favorable predictions about future technology will fall within the Maes-Garreau PointWith "the Maes-Garreau Point" defined as:
The latest possible date a prediction can come true and still remain in the lifetime of the person making itCan someone please explain to me what this is supposed to mean?
Kevin Kelly has read more books and met more scientists than all of us combinedLet's say the average MeFite is, I don't know, thirty years old, and make a very conservative guess of having read two books per year. Then Kevin Kelly has read, on average, about one book for every five minutes of his life, including while he was sleeping.
But, the calculation we need is not how many base pairs, but how many possibly unique arrangements.No. This is completely incorrect. That's not "bits".
Information is something that only exists in context. If I presented you with a short piece of writing in an unknown language with an unknown alphabet, it would effectively contain zero information. You would never be able to understand it without connecting it to something else.
Information itself may be loosely defined as "that which can distinguish one thing from another".
Information transfer is something that only exists in context. If I presented you with a short piece of writing in an unknown language with an unknown alphabet, it would effectivelySo in short, thanks to this FPP I'm now able to remember AND achieve a better understanding of some of the basics of information theory, while confirming that the author of the 'extropy' piece was completely out of his league in his musings/conclusions.containtransfer zero information. You would never be able to understand it without connecting it to something else.
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When entropy (disorder) increases, it produces "more information" as in more bits.
I stopped reading there. Does Kevin Kelly make a habit of being wrong, or is this a special case?
posted by logicpunk at 8:32 AM on September 20 [5 favorites has favorites]