From 98dd041d536aad1d4936353b4f5e4a2e0aab0fe1 Mon Sep 17 00:00:00 2001 From: Alexis Brodeur Date: Fri, 2 Sep 2022 20:56:36 -0400 Subject: [PATCH] Relax `std.sort.binarySearch` requirements Forcing the key to be of the same type as the sorted items used during the search is a valid use case. There, however, exists some cases where the key and the items are of heterogeneous types, like searching for a code point in ordered ranges of code points: ```zig const CodePoint = u21; const CodePointRange = [2]CodePoint; const valid_ranges = &[_]CodePointRange{ // an ordered array of ranges }; fn orderCodePointAndRange( context: void, code_point: CodePoint, range: CodePointRange ) std.math.Order { _ = context; if (code_point < range[0]) { return .lt; } if (code_point > range[1]) { return .gt; } return .eq; } fn isValidCodePoint(code_point: CodePoint) bool { return std.sort.binarySearch( CodePointRange, code_point, valid_ranges, void, orderCodePointAndRange ) != null; } ``` It is so expected that `std.sort.binarySearch` should therefore support both homogeneous and heterogeneous keys. --- lib/std/sort.zig | 54 +++++++++++++++++++++++++++++++++++++++--------- 1 file changed, 44 insertions(+), 10 deletions(-) diff --git a/lib/std/sort.zig b/lib/std/sort.zig index fa1e33e7ce..405ab658d1 100644 --- a/lib/std/sort.zig +++ b/lib/std/sort.zig @@ -6,10 +6,10 @@ const math = std.math; pub fn binarySearch( comptime T: type, - key: T, + key: anytype, items: []const T, context: anytype, - comptime compareFn: fn (context: @TypeOf(context), lhs: T, rhs: T) math.Order, + comptime compareFn: fn (context: @TypeOf(context), key: @TypeOf(key), mid: T) math.Order, ) ?usize { var left: usize = 0; var right: usize = items.len; @@ -41,35 +41,69 @@ test "binarySearch" { }; try testing.expectEqual( @as(?usize, null), - binarySearch(u32, 1, &[_]u32{}, {}, S.order_u32), + binarySearch(u32, @as(u32, 1), &[_]u32{}, {}, S.order_u32), ); try testing.expectEqual( @as(?usize, 0), - binarySearch(u32, 1, &[_]u32{1}, {}, S.order_u32), + binarySearch(u32, @as(u32, 1), &[_]u32{1}, {}, S.order_u32), ); try testing.expectEqual( @as(?usize, null), - binarySearch(u32, 1, &[_]u32{0}, {}, S.order_u32), + binarySearch(u32, @as(u32, 1), &[_]u32{0}, {}, S.order_u32), ); try testing.expectEqual( @as(?usize, null), - binarySearch(u32, 0, &[_]u32{1}, {}, S.order_u32), + binarySearch(u32, @as(u32, 0), &[_]u32{1}, {}, S.order_u32), ); try testing.expectEqual( @as(?usize, 4), - binarySearch(u32, 5, &[_]u32{ 1, 2, 3, 4, 5 }, {}, S.order_u32), + binarySearch(u32, @as(u32, 5), &[_]u32{ 1, 2, 3, 4, 5 }, {}, S.order_u32), ); try testing.expectEqual( @as(?usize, 0), - binarySearch(u32, 2, &[_]u32{ 2, 4, 8, 16, 32, 64 }, {}, S.order_u32), + binarySearch(u32, @as(u32, 2), &[_]u32{ 2, 4, 8, 16, 32, 64 }, {}, S.order_u32), ); try testing.expectEqual( @as(?usize, 1), - binarySearch(i32, -4, &[_]i32{ -7, -4, 0, 9, 10 }, {}, S.order_i32), + binarySearch(i32, @as(i32, -4), &[_]i32{ -7, -4, 0, 9, 10 }, {}, S.order_i32), ); try testing.expectEqual( @as(?usize, 3), - binarySearch(i32, 98, &[_]i32{ -100, -25, 2, 98, 99, 100 }, {}, S.order_i32), + binarySearch(i32, @as(i32, 98), &[_]i32{ -100, -25, 2, 98, 99, 100 }, {}, S.order_i32), + ); + const R = struct { + b: i32, + e: i32, + + fn r(b: i32, e: i32) @This() { + return @This(){ .b = b, .e = e }; + } + + fn order(context: void, key: i32, mid: @This()) math.Order { + _ = context; + + if (key < mid.b) { + return .lt; + } + + if (key > mid.e) { + return .gt; + } + + return .eq; + } + }; + try testing.expectEqual( + @as(?usize, null), + binarySearch(R, @as(i32, -45), &[_]R{ R.r(-100, -50), R.r(-40, -20), R.r(-10, 20), R.r(30, 40) }, {}, R.order), + ); + try testing.expectEqual( + @as(?usize, 2), + binarySearch(R, @as(i32, 10), &[_]R{ R.r(-100, -50), R.r(-40, -20), R.r(-10, 20), R.r(30, 40) }, {}, R.order), + ); + try testing.expectEqual( + @as(?usize, 1), + binarySearch(R, @as(i32, -20), &[_]R{ R.r(-100, -50), R.r(-40, -20), R.r(-10, 20), R.r(30, 40) }, {}, R.order), ); }