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Open Problem: Mutable Data (Naming, Real-Time, Guarantees) #6
Open Problem: Mutable Data (Naming, Real-Time, Guarantees) #6
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I'm not necessarily happy with this section. I feel it is not clear enough on how ambitious and challenging solving this Open Problem is.
@jsoares @yiannisbot Would you like to review and make some suggestions? I'm out of creative juice :D
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TLDR: A complete solution for mutable data (in a p2p context) is pretty unreasonable given that we don't have a one-size-fits-all solution in the centralized world.
I suspect that the reason it's not clear is that there isn't (or has not yet been defined) a one-size fits all answer for what mutable structures should look like or how they should work. Some examples:
I suspect that step 1 in any "complete solution" is defining the tradeoffs and composability properties of solution categories. This is perhaps a combination of something like ipfs/notes#379 with a more precise version of the Zooko's triangle tradeoffs (it is notoriously underdefined/specified and could probably be more complete if explicitly correlated to the CAP theorem).
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Thank you for the notes @aschmahmann! :)
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Took your notes, restructured a bit and expanded the section more. Thank you!
@yiannisbot @jsoares your feedback is still very welcome. I'll go ahead and call this one done, PRs are always accepted :)
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Happy to have a look, but can only do tomorrow.
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I have a bunch of language fixes but those can wait for @yiannisbot's comments. The version incorporating Adin's comments is already much more detailed but, as acceptance criteria for an RFP, it's still fuzzy.
Saying that being the easy part, coming up with objective criteria probably requires some discussion of system parameters and requirements, which is not critical at this stage but should be done at the RFP drafting stage (see nice example here).
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Exactly, this docs is not the RFP and more broad in nature
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@aschmahmann: during the ACM ICN conference in Macau, we briefly discussed on Zooko's triangle and how we can model naming approaches around it, i.e., the fact that it's difficult (impossible?) to have "one size fits all" solution. Do you remember any more details on this discussion? I think it's going to be useful as we formulate this Open Problem, but I can't recall much from our discussion :)