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MSC4033: Explicit ordering of events for receipts #4033
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MSC4033: Explicit ordering of events for receipts #4033
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Just as a quick note: I have strong suspicions that: a) this is not possible to do in a way that doesn't limit scalability of servers, b) this isn't necessarily the order in which clients should render events, and c) trying to handle filling in gaps is complicated as you need to deal with edge cases.
I'm sure we can do something close here, but needs investigation from server teams to figure out viability.
One change that might help a lot here is: instead of inserting an ordering on all events, instead have an opaque "receipt_key" field for events coming down
/sync
or/messages
, which you can pass to the/receipt
API. This is a lot less powerful than a full linearized history, but feels immediately more viable.There was a problem hiding this comment.
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Oh, also: the server sometimes doesn't know the correct ordering of two historical events immediately (e.g. it has two disconnected chunks of DAG). This is less of a problem for
/sync
and read receipts (as historical events don't go down/sync
or count as unread, server side at least), but may be more of one for other use cases.There was a problem hiding this comment.
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this is easily handled by my binary tree idea, the server just picks an arbitrary spot in the tree and then changes it when it knows the correct spot. since the tree nodes' order can be changed without changing message/node ids, this makes it more flexible than using a numeric order.
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The problem with numbers is that you can't fill gaps between them, so if you already have 15 and 16, there's no place inbetween them. Instead, you could treat the order as a string of digits instead with the property that
15 < 151 < 16
For easier understanding, you can compare this to decimal numbers: 0.15 < 0.151 < 0.16
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if you need to be able to insert a new value between any existing pair, you can use Dyadic Rationals, basically a value of the form
a * 2^b
wherea
andb
are integers.e.g. if you have
23
and24
, you can use47 * 2^-1 = 23.5
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Using an array as the index is also a concept that can be found in CRDT's.
[1]
,[1,1]
,[1,2]
,[1,2,1]
,[2]
(very similar to what timokoesters is proposing but strings bring more typing ambiguity/issues.)
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In terms of storage/memory used per event (thus bandwidth usage), dyadic rationals sound optimal: sufficiently large space, only require two u32 or two u64. Strings or array representations would require bigger allocations. (Nobody really proposed it, but FP numbers would be a waste in terms of storage space b/o all the
NaN
s + IEEE754 is hard to get right.)There was a problem hiding this comment.
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dyadic rationals only require one byte for the exponent, unless you want to support a value with >256 bits (imo excessive), so they only need 5 bytes (32-bit mantissa) or 9 bytes (64-bit mantissa), though you can definitely use more for alignment or convenience.
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Note that we will need to be able to handle edge cases where we run out of exponents, e.g. you have an event A and you keep inserting events just after it (which may very well end up a common case). If you only have a one byte exponent then you quickly run out of room.
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if you run out of exponent bits, that also means the mantissa has to be at least 256-bits wide (or something like that), so you will need big-integer arithmetic for that...i think that's likely excessive.
maybe a better idea is to maintain a binary tree with one node per message and have the server send the list of changed nodes (if the message's contents doesn't change, all that needs to be sent is the node ids of the tree's children, since that's all that changes during tree balancing), this allows tree balancing to avoid the tree getting too deep.
messages would then be ordered by their position in an in-order traversal of that tree.
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After a conversation with @erikjohnston about not wanting to constrain server implementations, I added this section. Comments welcome.
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Thanks. I think the problem with this is where the client gets a bunch of messages with an ordering much lower than the current ordering of the room. Do you a) treat them as read immediately, or b) make it hard to correctly mark them as read?