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graph: Add 'shortest-path'.
* guix/graph.scm (shortest-path): New procedure. * tests/graph.scm ("shortest-path, packages + derivations") ("shortest-path, reverse packages") ("shortest-path, references"): New tests.
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2 changed files with 129 additions and 1 deletions
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@ -1,5 +1,5 @@
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;;; GNU Guix --- Functional package management for GNU
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;;; Copyright © 2015, 2016 Ludovic Courtès <ludo@gnu.org>
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;;; Copyright © 2015, 2016, 2020 Ludovic Courtès <ludo@gnu.org>
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;;; Copyright © 2016 Ricardo Wurmus <rekado@elephly.net>
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;;;
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;;; This file is part of GNU Guix.
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@ -42,6 +42,7 @@
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traverse/depth-first
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node-transitive-edges
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node-reachable-count
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shortest-path
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%graph-backends
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%d3js-backend
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@ -140,6 +141,72 @@ typically returned by 'node-edges' or 'node-back-edges'."
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0
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nodes node-edges))
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(define (shortest-path node1 node2 type)
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"Return as a monadic value the shorted path, represented as a list, from
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NODE1 to NODE2 of the given TYPE. Return #f when there is no path."
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(define node-edges
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(node-type-edges type))
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(define (find-shortest lst)
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;; Return the shortest path among LST, where each path is represented as a
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;; vlist.
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(let loop ((lst lst)
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(best +inf.0)
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(shortest #f))
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(match lst
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(()
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shortest)
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((head . tail)
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(let ((len (vlist-length head)))
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(if (< len best)
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(loop tail len head)
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(loop tail best shortest)))))))
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(define (find-path node path paths)
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;; Return the a vhash that maps nodes to paths, with each path from the
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;; given node to NODE2.
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(define (augment-paths child paths)
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;; When using %REFERENCE-NODE-TYPE, nodes can contain self references,
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;; hence this test.
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(if (eq? child node)
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(store-return paths)
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(find-path child vlist-null paths)))
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(cond ((eq? node node2)
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(store-return (vhash-consq node (vlist-cons node path)
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paths)))
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((vhash-assq node paths)
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(store-return paths))
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(else
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;; XXX: We could stop recursing if one if CHILDREN is NODE2, but in
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;; practice it's good enough.
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(mlet* %store-monad ((children (node-edges node))
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(paths (foldm %store-monad
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augment-paths
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paths
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children)))
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(define sub-paths
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(filter-map (lambda (child)
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(match (vhash-assq child paths)
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(#f #f)
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((_ . path) path)))
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children))
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(match sub-paths
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(()
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(return (vhash-consq node #f paths)))
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(lst
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(return (vhash-consq node
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(vlist-cons node (find-shortest sub-paths))
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paths))))))))
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(mlet %store-monad ((paths (find-path node1
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(vlist-cons node1 vlist-null)
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vlist-null)))
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(return (match (vhash-assq node1 paths)
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((_ . #f) #f)
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((_ . path) (vlist->list path))))))
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;;;
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;;; Graphviz export.
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