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F# implementation of a HashSet benchmark from the F# Journal with unboxed tuples
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type [<Struct>] P = | |
val i : int | |
val j : int | |
new(i, j) = {i=i; j=j} | |
let cmp = | |
{ new System.Collections.Generic.IEqualityComparer<P> with | |
member __.Equals(this, that) = | |
this.i = that.i && this.j = that.j | |
member __.GetHashCode this = this.i + 4000 * this.j } | |
let inline iterNeighbors f (p: P) = | |
let i, j = p.i, p.j | |
f(P(i-1, j)) | |
f(P(i+1, j)) | |
f(P(i, j-1)) | |
f(P(i, j+1)) | |
let rec nthLoop n (s1: HashSet<_>) (s2: HashSet<_>) = | |
match n with | |
| 0 -> s1 | |
| n -> | |
let s0 = HashSet(cmp) | |
let add p = | |
if not(s1.Contains p || s2.Contains p) then | |
ignore(s0.Add p) | |
Seq.iter (fun p -> iterNeighbors add p) s1 | |
nthLoop (n-1) s0 s1 | |
let nth n p = | |
nthLoop n (HashSet([p], cmp)) (HashSet(cmp)) | |
(nth 2000 (P(0, 0))).Count |
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