ssb-tangle
v3.0.4
Published
a tool for dealing with thread-type tangles in scuttlebutt
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:warning: This module is being deprecated. Please use modules from gitlab.com/tangle-js
ssb-tangle
This is a collection of tools for processing thread-like tangles in scuttlebutt. This pattern is a way to causally order messages, which is hard in a p2p system, because there is no central source of truth (like a single database which tracks when messages were created)
The simple solution is for each message to reference the messages that happened before it in the thread.
A (the root message)
/ \
B C (two concurrent replies)
\ /
D (a message merging those two contexts together)
|
E (the current end-point of the thread)
e.g. the messages before E
were : [A, B, C, D]
This would get out of hand pretty quickly as threads get longer, so instead we record just the message(s) immediately prior to the one we're posting. e.g.
A
- no previous messages : nullB
- previous messages:[A]
(B didn't know about C at the time)C
- previous messages:[A]
(C didn't know about B at the time)D
- previous messages:[B, C]
E
- previous messages:[D]
We call these links back to previous messages "backlinks", and they allow us to construct a graph like the one above of where messages were relative to on another in time.
e.g. we know the messages before E
because we can walk up along the backlinks
E > D > B > A
> C > A
This pattern was first used in thread-conversations, but it's much more widely applicable - e.g. changes to a gathering (when is it, who's attending), chess moves, etc.
This library formalises some of the ideas by thinking about each message in a thread-tangle as a "transformation" - a signal to change the state somehow, where that means "what a reply on" or "move Knight to C5"
The formalisation is through defining strategies which specify things like how to combine a series of messages (transformations), and how to determine iif a merging-message is valid.
API
strategy/compose
const Compose = require('ssb-tangle/strategy/compose')
const Overwrite = require('ssb-tangle/strategy/overwrite')
const Set = require('ssb-tangle/strategy/simple-set')
const compostion = {
preferredName: Overwrite(),
altNames: Set()
}
const strategy = Compose(compostion)
const T1 = {
preferredName: { set: 'andromeda' }
altnames: { ziva: 1, goomba: 0 }
}
strategy.mapToOutput(T1)
// => {
// preferredName: 'andromeda',
// altNames: ['ziva'],
// }
strategy.concat(T1, T2)
strategy.mapToPure(T2)
Compose
takes an Object which maps field names to a strategy for that field, and returns a higher-order strategy.
Functions attached to this strategy are:
mapToOutput(T) => realState
- takes a transformation and maps it into a useable real state
- this is useful because some strategy like "simple-set" have transformations with a somewhat abstract state to access some nice conflict-avoidant properties
- "mapToOutput" means "to make something abstract into something material/ concrete"
concat(T1, T2) => T3
- combine two transformations (NOTE: order matters) and produce a third one
mapToPure(obj) => T
- takes an Object and produces a transformations from it
- leaves off any friends which aren't mentioned in the strategy
- any fields from the strategy not represented in
obj
get filled with the "identity element" that field (a noop transformation)
graph-tools/reduce
reduce(entryNode, otherNodes, strategy, opts)
// => headState
where
entryNode
Object is a the first node at the start of your tangleotherNodes
Array is a list of other nodes (in the same format asentryNode
) which may be part of the tanglestrategy
is a something derived fromstrategy/compose
opts
Object (optional) allows you to provide further options for how to reduce:getThread
Function for mapping the a given node to it's "thread info" about position in the tangle. Takesnode
and is expected to return{ root: Key, previous: [Key] }
getTransformation
Function for mapping a given node to the part containing the Transformation. Takesnode
and expected to returnT
(an Object)
const reduce = require('ssb-tangle/graph-tools/reduce')
// say we have 3 messages posted one after another like this:
// A (the root message)
// |
// B
// |
// C
const A = {
key: '%A...',
value: {
content: {
preferredName: { set: 'ziva' }
tangles: {
profile { root: null , previous: null }
}
}
}
}
const B = {
key: '%B...',
value: {
content: {
preferredName: { set: 'Ziva!' },
altNames: { goomba: 1 }
tangles: {
profile { root: '%A...' , previous: ['%A...'] }
}
}
}
}
const C = {
key: '%C...',
value: {
content: {
altNames: { goomba: -1, andromeda: 1 }
tangles: {
profile { root: '%A...' , previous: ['%B...'] }
}
}
}
}
const strategy = // the strategy we composed in the last method say
reduce(A, [B, C], strategy, {
getThread: m => m.value.content.tangles.profile,
getTransformation: m.value.content
})
// =>
// {
// '%C...: {
// preferredName: { set: 'ziva' },
// altNames: { andromeda: 1 }
// }
// }
reduce
gives you the output of walking the tangle so far. It's important to know there might be multiple outputs (because the thread can diverge if people post online concurrently).
This is why the return value is an Object which maps keys (representing the different end-points/ tips of the graph histroy) to what the cumulative transform to that point.
You can take any of the cumulative transforms so far and use strategy.mapToOutput
on it to see what the transform mapped into a user-facing state would be.
graph-tools/get-heads
Useful for calculating the keys of the current leading heads of your tangle.
Mainly used to calculate previous
when publishing new tangle messages.
Note this is just a thin wrapper over reduce
, and if you already have the output of that (because you've calculated the transformation state) you should probably use that instead.
reduce(entryNode, otherNodes, opts)
// => headState
where
entryNode
Object is a the first node at the start of your tangleotherNodes
Array is a list of other nodes (in the same format asentryNode
) which may be part of the tangleopts
Object (optional) allows you to provide further options for how to reduce:getThread
Function for mapping the a given node to it's "thread info" about position in the tangle. Takesnode
and is expected to return{ root: Key, previous: [Key] }
getTransformation
Function for mapping a given node to the part containing the Transformation. Takesnode
and expected to returnT
(an Object)strategy
is a something derived fromstrategy/compose
(this may be needed later to decide whether to include nodes in head calculation)
Development
WIP - not all aspects of this are production ready yet
TODO:
- [x] build a "graph" primitive with a range of helper methods on it
- [ ] prune graph
- [x] find dangling nodes
- [x] find nodes which break "always extend thread" rule
- (first pass done which catches worst cases)
- now calling this "catching time travellers"
- [ ] find nodes which break "merge hydras" rule (particpating on branchs)
- UPDATE: turns our this is a corollary of "always extend thread" rule and quite hard to code an algorithm for, the partial solution in the always-extend case protects us from some of these messages though. It's particularly weak in the case that there are longer diverging branches before a merge
- [x] function for pruning graph given invalid nodes (and all downstream nodes)
- [ ] prune graph
- [x] graph reduce (simple)
- [x] build atomic strategies
- [x] an Overwrite strategy
- [x] a Set based strategy
- [x] write a "Compose" function which converts a collection of strategies into a higher-order strategy
- [x] Concat
- [x] Reify
- [x] walk the graph and reduce to one 1 or more reduce multiple final states
- [x] build atomic strategies
- [x] merging graph reduce
- [ ] write a "compose" function which converts a collection of strategies into a higher-order strategy
- [ ] IsConflict (needs tests)
- [ ] IsValidMerge (needs tests)
- [ ] Merge
- [ ] extend atomic strategies
- [ ] Overwrite
- [ ] Simple set
- [ ] handle merges:
- [ ] happy auto-merges
- [ ] conflicts with well defined merge-messages
- [ ] conflicts with invalid merge-message
- [ ] walk the graph and reduce to one 1 or more reduce multiple final states
- [ ] write a "compose" function which converts a collection of strategies into a higher-order strategy