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Add dfs/generalized.

master
Sergiu Ivanov 3 months ago
parent
commit
c9c640cdc8
  1. 48
      graph.rkt

48
graph.rkt

@ -33,7 +33,7 @@
matrix-graph?
bfs fewest-vertices-path
dfs
dfs dfs/generalized
graphviz)
@ -121,6 +121,34 @@
;; 4.2 Depth-first Search
(define (dfs g)
(g:dfs (gg g)))
(define (dfs/generalized
g
#:order [order (λ (x) x)]
#:break [break (λ (g from to acc) #f)]
#:init [init void]
#:inner-init [inner-init (λ (acc) acc)]
#:visit? [custom-visit?-fn #f]
#:prologue [prologue (λ (G u v acc) acc)]
#:epilogue [epilogue (λ (G u v acc) acc)]
#:process-unvisited? [process-unvisited?
(λ (G u v) #f)]
#:process-unvisited [process-unvisited
(λ (G u v acc) acc)]
#:combine [combine (λ (x acc) x)]
#:return [finish (λ (G acc) acc)])
(g:dfs/generalized
(gg g)
#:order order
#:break break
#:init init
#:inner-init inner-init
#:visit? custom-visit?-fn
#:prologue prologue
#:epilogue epilogue
#:process-unvisited? process-unvisited?
#:process-unvisited process-unvisited
#:combine combine
#:return finish))
;; 10 Graphviz
(define (graphviz g #:output [output #f] #:colors [colors #f])
@ -179,6 +207,19 @@
[dfs (-> Graph (Values (Mutable-HashTable Any Number)
(Mutable-HashTable Any Any)
(Mutable-HashTable Any Number)))]
[dfs/generalized (->* (Graph)
(#:order (-> (Listof Any) (Listof Any))
#:break (-> Graph Any Any Any Boolean)
#:init (-> Graph Void)
#:inner-init (-> Any Any)
#:visit? (-> Graph Any Any Boolean)
#:prologue (-> Graph Any Any Any Any)
#:epilogue (-> Graph Any Any Any Any)
#:process-unvisited? (-> Graph Any Any Boolean)
#:process-unvisited (-> Graph Any Any Any Any)
#:combine (-> Any Any Any)
#:return (-> Graph Any Any))
Any)]
;; 10 Graphviz
[graphviz (->* (Graph)
@ -271,7 +312,10 @@
(check-equal? (hash->ordered-list dfs-pred)
'((a . #f) (b . a) (c . #f) (d . c)))
(check-equal? (hash->ordered-list dfs-finish)
'((a . 7) (b . 6) (c . 3) (d . 2))))
'((a . 7) (b . 6) (c . 3) (d . 2)))
(check-equal? (dfs/generalized (directed-graph '((a b) (a c) (b d) (c d))))
(void)))
(test-case "10 Graphviz"
(define g (directed-graph '((a b) (b c))))

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