A tiny graph library that can be used both from Clojure and ClojureScript.
corallo
was born out of our need to handle and check dependencies in graphs
which describe processes containing tasks to be executed. It was deemed helpful
and independent enough to be extracted into and released as a library of its
own.
A graph in corallo
is a Clojure map. For instance:
(def g {:vertexes {:a {:value "1" :in #{} :out #{:b}}
:b {:value "2" :in #{:a} :out #{:c}}
:c {:value "3" :in #{:b} :out #{:d}}
:d {:value "4" :in #{:c} :out #{}}}
:edges {[:a :b] {}
[:b :c] {}
[:c :d] {}}})
You can manipulate the graph by adding vertexes:
user> (require '[corallo.graph :as graph])
user> (graph/add-vertex g :e "5")
{:vertexes {:a {:value "1", :in #{}, :out #{:b}},
:b {:value "2", :in #{:a}, :out #{:c}},
:c {:value "3", :in #{:b}, :out #{:d}},
:d {:value "4", :in #{:c}, :out #{}},
:e {:value "5", :in #{}, :out #{}}},
:edges {[:a :b] {}, [:b :c] {}, [:c :d] {}}}
Or you can add an edge between two vertexes:
user> (-> (graph/add-vertex g :e "5")
(graph/add-edge :d :e))
{:vertexes {:a {:value "1", :in #{}, :out #{:b}},
:b {:value "2", :in #{:a}, :out #{:c}},
:c {:value "3", :in #{:b}, :out #{:d}},
:d {:value "4", :in #{:c}, :out #{:e}},
:e {:value "5", :in #{:d}, :out #{}}},
:edges {[:a :b] {}, [:b :c] {}, [:c :d] {}, [:d :e] {}}}
You can set the value of a vertex after the graph has been created:
user> (graph/set-vertex-value g :a "0")
{:vertexes {:a {:value "0", :in #{}, :out #{:b}},
:b {:value "2", :in #{:a}, :out #{:c}},
:c {:value "3", :in #{:b}, :out #{:d}},
:d {:value "4", :in #{:c}, :out #{}}},
:edges {[:a :b] {}, [:b :c] {}, [:c :d] {}}}
Or you can remove a vertex:
user> (graph/remove-vertex g :d)
{:vertexes {:a {:value "1", :in #{}, :out #{:b}},
:b {:value "2", :in #{:a}, :out #{:c}},
:c {:value "3", :in #{:b}, :out #{}}},
:edges {[:a :b] {}, [:b :c] {}}}
The operations in corallo.graph
leverage Clojure immutability, so they return
a new graph instead of modifying the original one.
Edges can have properties:
user> (-> (graph/add-vertex g :e "5")
(graph/add-edge :d :e {:p1 "a property"}))
{:vertexes {:a {:value "1", :in #{}, :out #{:b}},
:b {:value "2", :in #{:a}, :out #{:c}},
:c {:value "3", :in #{:b}, :out #{:d}},
:d {:value "4", :in #{:c}, :out #{:e}},
:e {:value "5", :in #{:d}, :out #{}}},
:edges {[:a :b] {}, [:b :c] {}, [:c :d] {}, [:d :e] {:p1 "a property"}}}
user> (-> (graph/add-vertex g :e "5")
(graph/add-edge :d :e)
(graph/set-edge-properties :a :b {:p1 "a property"}))
{:vertexes {:a {:value "1", :in #{}, :out #{:b}},
:b {:value "2", :in #{:a}, :out #{:c}},
:c {:value "3", :in #{:b}, :out #{:d}},
:d {:value "4", :in #{:c}, :out #{:e}},
:e {:value "5", :in #{:d}, :out #{}}},
:edges {[:a :b] {:p1 "a property"}, [:b :c] {}, [:c :d] {}, [:d :e] {}}}
Like vertexes, edges can be removed from the graph:
user> (graph/remove-edge g :c :d)
{:vertexes {:a {:value "1", :in #{}, :out #{:b}},
:b {:value "2", :in #{:a}, :out #{:c}},
:c {:value "3", :in #{:b}, :out #{}},
:d {:value "4", :in #{}, :out #{}}},
:edges {[:a :b] {}, [:b :c] {}}}
You can query the graph for information:
user> (graph/neighbors g :b)
#{:c :a}
user> (graph/adjacent? g :a :c)
false
user> (graph/adjacent? g :b :c)
true
The graph can be topologically sorted:
user> (require '[corallo.operations :as operations])
user> (operations/topo-sort g)
(:a :b :c :d)
And you can verify if the graph is acyclic and complete:
user> (operations/acyclic-graph? g)
true
user> (-> (graph/add-edge g :d :a)
operations/acyclic-graph?)
false
user> (operations/complete-graph? g)
true
user> (-> (graph/remove-edge g :b :c)
operations/complete-graph?)
false
Finally, in a Clojure namespace the graph can be rendered as a PNG file thanks to tangle:
user> (require '[corallo.render :as render])
user> (render/graph->png g "/tmp/graph.png")
nil
And this is the resulting image for the graph g
:
Note that you can also get the byte array representing the graph image:
user> (render/graph->byte-array g)
[-119, 80, 78, 71, 13, 10, 26, 10, 0, 0, 0, 13, 73, 72, 68, 82, 0, 0, 0, 86, 0,
0, 1, 105, 8, 2, 0, 0, 0, -119, 111, 72, 108, 0, 0, 0, 6, 98, 75, 71, 68, 0,
-1, 0, -1, 0, -1, -96, -67, -89, ...]
Copyright © 2019 7bridges s.r.l.
Distributed under the Apache License 2.0.
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