The 1/3 bound is without any synchronicity assumptions; with strong synchronicity assumptions you can get to 1/2. This seems strictly better than PoW (no liveness at all in an asynchronous network, and 1/2 with synchronicity assumptions).
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The 1/3 bound is without any synchronicity assumptions; with strong synchronicity assumptions you can get to 1/2. This seems strictly better than PoW (no liveness at all in an asynchronous network, and 1/2 with synchronicity assumptions).
Why is this necessarily true? Couldn't it be the case that minimum wage were $15 but they still couldn't find any other job?
frozensets, tuples?
Reason: a melody whose notes are all diatonic to G is almost indistinguishable from one whose notes are all diatonic to C in your system while in the current one they are quite distinct. Furthermore, your system would make it very easy to count chromatic distance between notes, but harder to count the diatonic distance (or the scale degree a note lies on).
In that case, you enter a recurring 10 am conference call every Monday, and the moment you move timezones you miss the call.
The problem really is (as mentioned in this thread) that the user's intent is not known.
https://www.secureworldexpo.com/industry-news/nist-governmen...
There's legitimate arguments to be made for more restrictive licenses, even if I don't agree with them all the time.
Not saying these should be the primary considerations, but I don't really understand how "don't artificially constrain the user" can be a consistent design principle...
In any case, you'd have to solve the same problems people already using IPA for English deal with. For one, you'd probably want the same spelling system to be used across all major English dialects, at least necessitating something like using https://en.wikipedia.org/wiki/Diaphoneme.
An example of a situation that shows the necessity of this: https://www.reddit.com/r/linguistics/comments/2g50oo/working... (specifically the pronunciation of "bed", "bad" and "bid" in the GA and NZE dialects)
So for most speakers, different written symbols might be pronounced the same way (i.e. the map from symbol to sound is not injective, and furthermore the map changes depending on which dialect of English you speak).
Additionally, you probably can't simultaneously achieve the goals of
1. use only one character per phoneme
2. use only the 26 characters of the alphabet
If you insist on keeping property (2), some phonemes will be written using (say) two characters, but you'd have to make sure that there's no ambiguity (as there would be if there were three vowels written respectively "e", "i" and "ei").
Are you assuming that prediction markets are only over stock prices? What about a market about the winner of the next US presidential election?