Abstractions over a graph object, intended to sit alongside the other basic clojure data structures such as maps, vectors and sets.
Abstractions over a graph object, intended to sit alongside the other basic clojure data structures such as maps, vectors and sets.
Returns g, with to-add added
Where
g is a Graphto-add is interpetable as a set of triples
Dispatched according to triples-formatReturns `g`, with `to-add` added
Where
- `g` is a Graph
- `to-add` is interpetable as a set of triples
Dispatched according to `triples-format`
fn [g s p o] -> g', asserting a unique triple in immutable graph.
assert-unique-fnfn [g s p o] -> g', asserting a unique triple in immutable graph. - Wrapper around `assert-unique-fn`
fn [g s p o] -> g', asserting a unique triple in mutable graph.
assert-unique-fnfn [g s p o] -> g', asserting a unique triple in mutable graph. - Wrapper around `assert-unique-fn`
(assert-unique-fn context g s p o)Returns g', replacing any existing [s p *] with [s p o] per context
Where
g is a graphcontext := m s.t. (keys m) = #{:add-fn :subtrct-fn}add-fn is one of #{add, add! claim} appropriate to g's modification protocolsubtract-fn is one of #{subtract, subtract! retract} appropriate to g's
modification protocolReturns `g`', replacing any existing [s p *] with [s p o] per `context`
Where
- `g` is a graph
- `context` := m s.t. (keys m) = #{:add-fn :subtrct-fn}
- `add-fn` is one of #{add, add! claim} appropriate to `g`'s modification protocol
- `subtract-fn` is one of #{subtract, subtract! retract} appropriate to `g`'s
modification protocol
fn [g s p o] -> g', asserting a unique triple in an accumulate-only graph .
assert-unique-fnfn [g s p o] -> g', asserting a unique triple in an accumulate-only graph . - Wrapper around `assert-unique-fn`
(flatten-description p-o)Returns p-o description with singletons broken out into scalars
Where
p-o := {p #{o}, ...}, normal form at 'description' level of a graph.Returns `p-o` description with singletons broken out into scalars
Where
- `p-o` := {`p` #{`o`}, ...}, normal form at 'description' level of a graph.An abstraction for S-P-O graphs
An abstraction for S-P-O graphs
(ask g s p o)Returns truthy value iff [s p o] appears in g
Where
g is a graphs is subject of some triples in gp is predicate of some triples in go appears in triple [s p o] in gReturns truthy value iff [`s` `p` `o`] appears in `g` Where - `g` is a graph - `s` is subject of some triples in `g` - `p` is predicate of some triples in `g` - `o` appears in triple [`s` `p` `o`] in `g`
(get-o g s p)Returns {o ...} for s and p in g, or nil.
Where
g is a graphs is subject of some triples in gp is predicate of some triples in go appears in triple [s p o] in gReturns {`o` ...} for `s` and `p` in `g`, or nil.
Where
- `g` is a graph
- `s` is subject of some triples in `g`
- `p` is predicate of some triples in `g`
- `o` appears in triple [`s` `p` `o`] in `g`(get-p-o g s)Returns {p #{o ...}} associated with s in g, or nil.
Where
g is a graphs is subjectp and o are in triples := [s p o] in gReturns {`p` #{`o` ...}} associated with `s` in `g`, or nil.
Where
- `g` is a graph
- `s` is subject
- `p` and `o` are in triples := [`s` `p` `o`] in `g`(invoke g)(invoke g s)(invoke g s p)(invoke g s p o)Applies g as a function to the rest of its arguments, representing
triples [s p o] in g respectively. p may optionally be
a traversal function (See traverse docs)
s {p #{o...}...}...} ;; = (normal-form g)p #{o...}, ...} ;; = (get-p-o g)o ...} ;; = (match-or-traverse g s p)o iff [s p o] is in g ;; = (match-or-traverse g s p o)Applies `g` as a function to the rest of its arguments, representing
triples [`s` `p` `o`] in `g` respectively. `p` may optionally be
a traversal function (See `traverse` docs)
- (g) -> {`s` {`p` #{`o`...}...}...} ;; = (normal-form `g`)
- (g s) -> {`p` #{`o`...}, ...} ;; = (get-p-o `g`)
- (g s p) -> #{`o` ...} ;; = (match-or-traverse g s p)
- (g s p o) -> `o` iff [`s` `p` `o`] is in `g` ;; = (match-or-traverse g s p o)(mutability g)Returns one of ::read-only ::immutable ::mutable ::accumulate-only
Returns one of ::read-only ::immutable ::mutable ::accumulate-only
(normal-form g)Returns {s {p #{o...}...}...}
Where
s is the subject of a triple := [s p o] in gp is predicate of sameo is the object of sameReturns {`s` {`p` #{`o`...}...}...}
Where
- `s` is the subject of a triple := [`s` `p` `o`] in `g`
- `p` is predicate of same
- `o` is the object of same(query g q)Returns #{binding ...} for query spec q applied to g
Where
binding := {var value, ...}q is a query specification suitable for the native format of gg is a graphvar is a variable specified in qvalue is a value found in g bounded to var per qReturns #{`binding` ...} for query spec `q` applied to `g`
Where
- `binding` := {`var` `value`, ...}
- `q` is a query specification suitable for the native format of `g`
- `g` is a graph
- `var` is a variable specified in `q`
- `value` is a value found in `g` bounded to `var` per `q`(subjects g)Returns (s...) for g
Where
s is a subject in one or more triples in gg is a graph.Returns (`s`...) for `g` Where - `s` is a subject in one or more triples in `g` - `g` is a graph.
(claim g to-add)Returns g, with to-add added to g's associated transactor.
Throws an exception if (mutability g) != ::accumulate-only
Where
g is a mutable graphto-add is in triples-format
NOTE: see Datomic documentation for the 'add' operation for detailsReturns `g`, with `to-add` added to `g`'s associated transactor. Throws an exception if (mutability g) != ::accumulate-only Where - `g` is a mutable graph - `to-add` is in triples-format NOTE: see Datomic documentation for the 'add' operation for details
(retract g to-retract)Returns g with comm reset to head
Side-effect: to-retract retracted from comm
Throws an exception if (mutability g) != ::accumulate-only.
Where
g is a graphcomm is a datomic-style transactor
to-retract is in triples-removal-format
NOTE: see Datomic documentation for detailsReturns `g` with `comm` reset to head Side-effect: `to-retract` retracted from `comm` Throws an exception if (mutability g) != ::accumulate-only. Where - `g` is a graph - `comm` is a datomic-style transactor `to-retract` is in triples-removal-format NOTE: see Datomic documentation for details
(add g to-add)Returns g', with to-add added to its contents.
Throws a ::ReadOnly exception if (read-only? g)
Where
g is a graphto-add is in triples-formatReturns `g`', with `to-add` added to its contents. Throws a ::ReadOnly exception if (read-only? `g`) Where - `g` is a graph - `to-add` is in triples-format
(subtract g to-subtract)Returns g' with to-subtract removed from its contents.
Throws an exception if (mutability g) != ::immutable
Where
g is an immutablegraphto-subtract is in triples-removal-formatReturns `g`' with `to-subtract` removed from its contents. Throws an exception if (mutability g) != ::immutable Where - `g` is an immutablegraph - `to-subtract` is in triples-removal-format
(add! g to-add)Returns g, with to-add added to its contents.
Throws an exception if (mutability g) != ::mutable
Where
g is a mutable graphto-add is in triples-formatReturns `g`, with `to-add` added to its contents. Throws an exception if (mutability g) != ::mutable Where - `g` is a mutable graph - `to-add` is in triples-format
(subtract! g to-subtract)Returns g with to-subtract removed from its contents.
Throws a ::ReadOnly exception if (read-only? g)
Where
g is a graphto-subtract is in triples-removal-formatReturns `g` with `to-subtract` removed from its contents. Throws a ::ReadOnly exception if (read-only? `g`) Where - `g` is a graph - `to-subtract` is in triples-removal-format
Basic set operations between graphs.
Basic set operations between graphs.
(difference g1 g2)Returns an IGraph whose normal form contains all statements in g1 not present in g2.
Returns an IGraph whose normal form contains all statements in g1 not present in g2.
(intersection g1 g2)Returns an IGraph whose normal form contains all and only statements shared by both g1 and g2
Returns an IGraph whose normal form contains all and only statements shared by both g1 and g2
(union g1 g2)Returns an IGraph whose normal form contains all triples from g1 and g2
Returns an IGraph whose normal form contains all triples from g1 and g2
Returns values appropriate for (g s p) or (g s p o) invocations Where
o is an object in gs is a subject in gp is either a predicate in g or a traversal function accumulating
a set, starting with an empty accumulator and queue of [s]
(see docs for traverse)
NOTE: Implementers of IGraph will typically use this
method for IFn invoke members involving a p argument.Returns values appropriate for (g s p) or (g s p o) invocations
Where
- `o` is an object in `g`
- `s` is a subject in `g`
- `p` is either a predicate in `g` or a traversal function accumulating
a set, starting with an empty accumulator and queue of [`s`]
(see docs for `traverse`)
NOTE: Implementers of IGraph will typically use this
method for IFn `invoke` members involving a `p` argument.
(maybe-traverse-link p)Returns traversal function (fn [g context, acc queue]...) -> [context, acc', queue'], Where
acc' includes node and and as many os as are linked from node
by p in gqueue := [node ...], nodes to visit in traversalp is a predicate in gg is a graphNOTE: typically used as one component in a traversal path. cf the '?' operator in SPARQL property paths
Returns traversal function (fn [g context, acc queue]...)
-> [context, acc', queue'],
Where
- `acc'` includes `node` and and as many `o`s as are linked from `node`
by `p` in `g`
- `queue` := [`node` ...], nodes to visit in traversal
- `p` is a predicate in `g`
- `g` is a graph
NOTE: typically used as one component in a traversal path.
cf the '?' operator in SPARQL property paths(normal-form? m)Returns true iff m is in normal form for IGraph.
Returns true iff `m` is in normal form for IGraph.
(normalize-flat-description m)Returns a normalized p-o description of m
Where
m is a plain clojure mapReturns a normalized p-o description of `m` Where - `m` is a plain clojure map
(on-js-reload)(p-dispatcher _g_ _s_ p)(p-dispatcher _g_ _s_ p _o_)Returns :traverse or :match, as a basis for dispatching standard invoke methods involving a p argument, which may be either a value to match or a traversal function.
Returns :traverse or :match, as a basis for dispatching standard `invoke` methods involving a `p` argument, which may be either a value to match or a traversal function.
(read-from-file g path)returns g with the contents of path added
Where
g implements IGraphpath is an edn file containing a normal-form representation of some graph,
typically the output of save-to-file.returns `g` with the contents of `path` added
Where
- `g` implements IGraph
- `path` is an edn file containing a normal-form representation of some graph,
typically the output of save-to-file.(reduce-spo f acc g)Returns acc' s.t. (f acc s p o) -> acc' for every triple in g
Where
f := (fn [acc s p o] -> acc'acc is any value, a reduction accumlators p o constitute a triple in gg implements IGraph
NOTE: C.f. reduce-kvReturns `acc'` s.t. (f acc s p o) -> `acc'` for every triple in `g` Where - `f` := (fn [acc s p o] -> `acc'` - `acc` is any value, a reduction accumlator - `s` `p` `o` constitute a triple in `g` - `g` implements IGraph NOTE: C.f. reduce-kv
Returns g, with to-remove removed
Where
g is a Graphto-add is interpetable as a set of triples
Dispatched according to triples-removal-formatReturns `g`, with `to-remove` removed Where - `g` is a Graph - `to-add` is interpetable as a set of triples Dispatched according to `triples-removal-format`
(t-comp comp-spec)Returns a traversal function composed of elements specified in comp-spec
Where
comp-spec := {:path [spec-element, ...]
spec-element {:fn traversal-fn
:doc docstring
:into initial-acc (default [])
:local-context-fn local-fn (default nil)
:update-global-context global-fn ( default nil)
}
}
Or Alternatively, [traversal-fn-or-property-name, ...] for the short
form.spec-element is typically a keyword naming a stage in the traversal, though
it can also be a direct reference to a traversal function, in which case
it will be equivalent to {:fn spec-element}traversal-fn-generator := (fn [spec-element]...) -> traversal-fn, to be
invoked in cases where there is no spec-element in comp-spec,
traverse-link is the typical choice here.traversal-fn := (fn [g context acc queue]...) -> [context' acc' queue']context is a traversal context conforming to the traverse function (see docs)update-fn := (fn [global-context local-context] ...) -> global-context'
This is provided in case there is some coordination that needs to be provided
between stages in a composed traversal.initial-acc is the (usually empty) container used to initial the acc
of the traversal stage being specifiedlocal-context-fn := [global-context] -> local-contextupdate-global-context := [global-context local-context] -> global-context'local-context is the context for a given stage of the traversalglobal-context carries over between traversal stages.
Examples
(def comp-spec {
:isa? {:fn (maybe-traverse-link :isa)
:doc traverses an isa link, if it exists
:local-context {:doc traversing an isa link}
:update-global-context
(fn [gc lc] (assoc gc
:status :followed-isa-link))
}
:subClassOf* {:fn (transitive-closure :subClassOf)
:doc 'traverses 0 or more subClassof links'
:local-context-fn (fn [c] {:doc 'traversing subClassOf*'})
:into #{}
:update-global-context
(fn [gc lc] (assoc gc
:status :followed-subclassof))
}
}})
(traversal-comp (merge comp-spec
{:path [:isa? :subClassOf*]
:doc 'Traverses the chain of subsumption links for an instance or class'
}))(t-comp (merge comp-spec {:path [:isa :label] :doc 'gets class labels')))
Short form example:
(t-comp [:family/parent :family/brother]) ... Equal to (t-comp [(traverse-link :family/parent) (traverse-link :family/brother)] An inferred 'uncle' relation.
Returns a traversal function composed of elements specified in `comp-spec`
Where
- `comp-spec` := {:path [`spec-element`, ...]
`spec-element` {:fn `traversal-fn`
:doc `docstring`
:into `initial-acc` (default [])
:local-context-fn `local-fn` (default nil)
:update-global-context `global-fn` ( default nil)
}
}
Or Alternatively, [`traversal-fn-or-property-name`, ...] for the short
form.
- `spec-element` is typically a keyword naming a stage in the traversal, though
it can also be a direct reference to a traversal function, in which case
it will be equivalent to {:fn `spec-element`}
- `traversal-fn-generator` := (fn [spec-element]...) -> `traversal-fn`, to be
invoked in cases where there is no `spec-element` in `comp-spec`,
traverse-link is the typical choice here.
- `traversal-fn` := (fn [g context acc queue]...) -> [context' acc' queue']
- `context` is a traversal context conforming to the traverse function (see docs)
- `update-fn` := (fn [global-context local-context] ...) -> global-context'
This is provided in case there is some coordination that needs to be provided
between stages in a composed traversal.
- `initial-acc` is the (usually empty) container used to initial the acc
of the traversal stage being specified
- `local-context-fn` := [global-context] -> `local-context`
- `update-global-context` := [global-context local-context] -> `global-context`'
- `local-context` is the context for a given stage of the traversal
- `global-context` carries over between traversal stages.
Examples
(def comp-spec {
:isa? {:fn (maybe-traverse-link :isa)
:doc `traverses an isa link, if it exists`
:local-context {:doc `traversing an isa link`}
:update-global-context
(fn [gc lc] (assoc gc
:status :followed-isa-link))
}
:subClassOf* {:fn (transitive-closure :subClassOf)
:doc 'traverses 0 or more subClassof links'
:local-context-fn (fn [c] {:doc 'traversing subClassOf*'})
:into #{}
:update-global-context
(fn [gc lc] (assoc gc
:status :followed-subclassof))
}
}})
(traversal-comp (merge comp-spec
{:path [:isa? :subClassOf*]
:doc 'Traverses the chain of subsumption links for an instance or class'
}))
(t-comp (merge comp-spec {:path [:isa :label] :doc 'gets class labels')))
Short form example:
(t-comp [:family/parent :family/brother])
... Equal to (t-comp [(traverse-link :family/parent)
(traverse-link :family/brother)]
An inferred 'uncle' relation.(transitive-closure p)Returns traversal for chains of p.
Where
traversal := (fn [g acc queue]...) -> [context acc' queue'],
s.t. queue' conj's all o s.t. (g s p o).
A traversal function argument for the traverse function .
p is a predicate, typcially an element of g
g is a graph.
NOTE:
cf the '*' operator in SPARQL property paths
Returns `traversal` for chains of `p`. Where `traversal` := (fn [g acc queue]...) -> [`context` `acc'` `queue'`], s.t. `queue'` conj's all `o` s.t. (g `s` `p` `o`). A traversal function argument for the `traverse` function . `p` is a predicate, typcially an element of `g` `g` is a graph. NOTE: cf the '*' operator in SPARQL property paths
(traverse g traversal queue)(traverse g traversal acc queue)(traverse g traversal context acc queue)Returns acc acquired by applying traversal to g starting with queue, informed by context
Where
acc is an arbitrary clojure 'accumulator' object (similar to a
reduce function). Default is [].traversal := (fn [g context acc queue]...)
-> [context' acc' queue']g is a graphcontext := {context-key context-value....}, expressing important
aspects of the traversal statequeue := [node ...], nodes to visitcontext-key := #{:history ... maybe :skip? ... :seek ... or other
keys specific to traversal, which traversal may use to communicate
with future iterations of itself.history := #{visited-node ...}, this is conj'd with each visited node on
each call to avoid cycles.skip? (optional) := (fn [node] -> true if we should skip). This may also
be a set of nodes to skip. This allows for overriding the default skipping
behavior which simply skips historyseek (optional) := (fn [context acc] -> acc', a function to be called
at the start of each traversal, a truthy, non-empty response to which will
be the immediate return value of the traverse function. This would save you
the time and trouble of processing the whole queue, or making each traversal
function smart enough to stop early. Must return the same type as acc.node is typically an element in g, but can be any value the traversal
function knows how to handlevisited-node is a node visited upstream. We filter these out to
avoid cycles. This can also be specified in advance by the user.target is a node we may be searching for.
Note: it is good practice to assign a :transition-fn metadata tag to
transition functions, though such data is not referenced anywhere
at this point.Returns `acc` acquired by applying `traversal` to `g` starting with `queue`, informed by `context`
Where
- `acc` is an arbitrary clojure 'accumulator' object (similar to a
reduce function). Default is `[]`.
- `traversal` := (fn [g context acc queue]...)
-> [`context'` `acc'` `queue'`]
- `g` is a graph
- `context` := {`context-key` `context-value`....}, expressing important
aspects of the traversal state
- `queue` := [`node` ...], nodes to visit
- `context-key` := #{:history ... maybe :skip? ... :seek ... or other
keys specific to `traversal`, which `traversal` may use to communicate
with future iterations of itself.
- `history` := #{`visited-node` ...}, this is conj'd with each visited node on
each call to avoid cycles.
- `skip?` (optional) := (fn [`node`] -> true if we should skip). This may also
be a set of nodes to skip. This allows for overriding the default skipping
behavior which simply skips `history`
- `seek` (optional) := (fn [context acc] -> `acc'`, a function to be called
at the start of each traversal, a truthy, non-empty response to which will
be the immediate return value of the traverse function. This would save you
the time and trouble of processing the whole queue, or making each traversal
function smart enough to stop early. Must return the same type as `acc`.
- `node` is typically an element in `g`, but can be any value the traversal
function knows how to handle
- `visited-node` is a node visited upstream. We filter these out to
avoid cycles. This can also be specified in advance by the user.
- `target` is a node we may be searching for.
Note: it is good practice to assign a :transition-fn metadata tag to
transition functions, though such data is not referenced anywhere
at this point.(traverse-link p)Returns traversal function (fn [g context, acc queue]...)
-> [context, acc', queue'], following one p in g
Where
acc is a setqueue := [node ...], nodes to visit in traversalp is a predicate in gg is a graphNOTE: typically used as one component in a traversal path
Returns traversal function (fn [g context, acc queue]...) -> [context, acc', queue'], following one `p` in `g` Where - `acc` is a set - `queue` := [`node` ...], nodes to visit in traversal - `p` is a predicate in `g` - `g` is a graph NOTE: typically used as one component in a traversal path
(traverse-or & ps)Returns traversal function (fn [g context, acc queue]...)
-> [context, acc', queue'], for ps
Where
acc' includes node and and as many os as are linked from node
by p1 | p2 | ... in gqueue := [node ...], nodes to visit in traversalps := [p1, p2, ...]p1, p2, ... are all predicates in g, or traversal functionsg is a graphcf the '|' operator in SPARQL property paths
Returns traversal function (fn [g context, acc queue]...)
-> [context, acc', queue'], for `ps`
Where
- `acc'` includes `node` and and as many `o`s as are linked from `node`
by `p1` | `p2` | ... in `g`
- `queue` := [`node` ...], nodes to visit in traversal
- `ps` := [`p1`, `p2`, ...]
- `p1`, `p2`, ... are all predicates in `g`, or traversal functions
- `g` is a graph
cf the '|' operator in SPARQL property paths(triples-format triples-spec)Returns the value of (:triples-format (meta triples-spec)) or one of #{:vector :vector-of-vectors :normal-form type} inferred from the shape of triples-spec
Where
args := [g triples-spec], arguments to a method add or remove from graphg is a graphtriples-spec is a specification of triples typically to add to or remove
from g:normal-form indicates (normal-form? triples-spec) = true:triple indicates triples-spec := [s p o]:vector-of-vectors indicates triples-spec := [triple...]type = (type triples-spec)Returns the value of (:triples-format (meta `triples-spec`)) or one of #{:vector :vector-of-vectors :normal-form `type`} inferred from the shape of `triples-spec`
Where
- `args` := [`g` `triples-spec`], arguments to a method add or remove from graph
- `g` is a graph
- `triples-spec` is a specification of triples typically to add to or remove
from `g`
- `:normal-form` indicates (normal-form? `triples-spec`) = true
- `:triple` indicates `triples-spec` := [`s` `p` `o`]
- `:vector-of-vectors` indicates `triples-spec` := [`triple`...]
- `type` = (type `triples-spec`)
(triples-removal-format triples-spec)Returns a keyword describing the format of triples-spec for removing a
set of triples from a graph.
Returns a keyword describing the format of `triples-spec` for removing a set of triples from a graph.
(unique coll)(unique coll on-ambiguity)Returns the single member of coll, or nil if coll is empty. Calls on-ambiguity if there is more than one member (default is to throw an Exception).
Where
coll is a collectionon-ambiguity := (fn [coll] ...) -> value, default raises an error.
Note: this can be used when you've called (G s p) and you're sure there is
only one object.Returns the single member of `coll`, or nil if `coll` is empty. Calls `on-ambiguity` if there is more than one member (default is to throw an Exception). Where - `coll` is a collection - `on-ambiguity` := (fn [coll] ...) -> `value`, default raises an error. Note: this can be used when you've called (G s p) and you're sure there is only one object.
(write-to-file path g)Side-effect: writes normal form of g to path as edn.
Returns: path
Where
path is the output of path-fng implements IGraphpath-fn a function [g] -> path.
NOTE: Anything that would choke the reader on slurp should be removed
from g before saving.Side-effect: writes normal form of `g` to `path` as edn. Returns: `path` Where - `path` is the output of `path-fn` - `g` implements IGraph - `path-fn` a function [g] -> `path`. NOTE: Anything that would choke the reader on slurp should be removed from `g` before saving.
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