9 people like it.
Like the snippet!

A Small DSL for Building Graphs

A small DSL for graph building by combining paths. It's just a set of edges under the hood, so no need to worry about duplication causing problems. This is part of a larger project I'm calling edgy.

 1: 
 2: 
 3: 
 4: 
 5: 
 6: 
 7: 
 8: 
 9: 
10: 
11: 
12: 
13: 
14: 
15: 
16: 
17: 
18: 
19: 
20: 
21: 
22: 
23: 
24: 
25: 
26: 
27: 
28: 
29: 
30: 
31: 
32: 
33: 
34: 
35: 
36: 
37: 
38:

module Graphs

type Graph<'a when 'a: comparison> = 
    {   
        /// Element to attach to
        Current: 'a
        /// (From ==> To) Set
        Edges: ('a * 'a) Set
    }

type Graph
    with
        // N <== a
        static member op_LessEqualsEquals (l: Graph<'a>, r: 'a) : Graph<'a> =
            { Current = r; Edges = l.Edges |> Set.add (r, l.Current) }
        // N ==> a
        static member op_EqualsEqualsGreater (l: Graph<'a>, r: 'a) : Graph<'a> =
            { Current = r; Edges = l.Edges |> Set.add (l.Current, r) }

/// Pseudo Graph Record Type Constructor
let Graph (inval: 'a) = { Current = inval; Edges = Set.empty }

/// Combines all graphs
let Combine = Seq.reduce (fun l r -> { r with Edges = Set.union l.Edges r.Edges })

// Example
let totalGraph = 
    [
        Graph 2 <== 1
        Graph 2 <== 1 ==> 3
        Graph 2 ==> 4 <== 3 ==> 5
        Graph 2 ==> 4 <== 3 <== 8
        Graph 4 ==> 6
    ] |> Combine

// val totalGraph : Graph<int> =
//  {Current = 6;
//   Edges = set [(1, 2); (1, 3); (2, 4); (3, 4); (3, 5); (4, 6); (8, 3)];}

module Graphs

type Graph<'a (requires comparison)> =
  {Current: 'a;
   Edges: Set<'a * 'a>;}
  static member ( ==> ) : l:Graph<'a> * r:'a -> Graph<'a>
  static member ( <== ) : l:Graph<'a> * r:'a -> Graph<'a>

Full name: Graphs.Graph<_>

Graph.Current: 'a

Element to attach to

Graph.Edges: Set<'a * 'a>

(From ==> To) Set

Multiple items
module Set

from Microsoft.FSharp.Collections

--------------------
type Set<'T (requires comparison)> =
  interface IComparable
  interface IEnumerable
  interface IEnumerable<'T>
  interface ICollection<'T>
  new : elements:seq<'T> -> Set<'T>
  member Add : value:'T -> Set<'T>
  member Contains : value:'T -> bool
  override Equals : obj -> bool
  member IsProperSubsetOf : otherSet:Set<'T> -> bool
  member IsProperSupersetOf : otherSet:Set<'T> -> bool
  ...

Full name: Microsoft.FSharp.Collections.Set<_>

--------------------
new : elements:seq<'T> -> Set<'T>

val l : Graph<'a> (requires comparison)

val r : 'a (requires comparison)

val add : value:'T -> set:Set<'T> -> Set<'T> (requires comparison)

Full name: Microsoft.FSharp.Collections.Set.add

Multiple items
val Graph : inval:'a -> Graph<'a> (requires comparison)

Full name: Graphs.Graph

Pseudo Graph Record Type Constructor

--------------------
type Graph<'a (requires comparison)> =
  {Current: 'a;
   Edges: Set<'a * 'a>;}
  static member ( ==> ) : l:Graph<'a> * r:'a -> Graph<'a>
  static member ( <== ) : l:Graph<'a> * r:'a -> Graph<'a>

Full name: Graphs.Graph<_>

val inval : 'a (requires comparison)

val empty<'T (requires comparison)> : Set<'T> (requires comparison)

Full name: Microsoft.FSharp.Collections.Set.empty

val Combine : (Graph<int> list -> Graph<int>)

Full name: Graphs.Combine

Combines all graphs

module Seq

from Microsoft.FSharp.Collections

val reduce : reduction:('T -> 'T -> 'T) -> source:seq<'T> -> 'T

Full name: Microsoft.FSharp.Collections.Seq.reduce

val l : Graph<int>

val r : Graph<int>

val union : set1:Set<'T> -> set2:Set<'T> -> Set<'T> (requires comparison)

Full name: Microsoft.FSharp.Collections.Set.union

Graph.Edges: Set<int * int>

(From ==> To) Set

val totalGraph : Graph<int>

Full name: Graphs.totalGraph

Previous Version Next Version Raw view Test code New version

More information

Link:	http://fssnip.net/cX
Posted:	12 years ago
Author:	Rick Minerich
Tags:	f# , graphs , dsls , dsl