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Curry implementation using structs (efficient but yields unwieldy types)
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import std.traits : isFunctionPointer; | |
private struct Curry(uint n, F...) | |
if(F.length == 1) | |
{ | |
import std.traits : ParameterTypeTuple; | |
alias Args = ParameterTypeTuple!F; | |
static if(is(F[0])) | |
private F[0] func; | |
else | |
alias func = F[0]; | |
private Args[0 .. n] args; | |
static if(n == Args.length - 1) | |
{ | |
auto ref opCall(Args[n] lastArg) | |
{ | |
return func(args, lastArg); | |
} | |
} | |
else | |
{ | |
auto opCall(Args[n] nextArg) | |
{ | |
Curry!(n + 1, F) next; | |
static if(is(F[0])) | |
next.func = func; | |
next.args[0 .. n] = args; | |
next.args[n] = nextArg; | |
return next; | |
} | |
} | |
} | |
auto curry(F)(F func) | |
if(isFunctionPointer!F || is(F == delegate)) | |
{ | |
Curry!(0, F) result; | |
result.func = func; | |
return result; | |
} | |
auto curry(alias func)() | |
{ | |
Curry!(0, func) result; | |
return result; | |
} | |
unittest | |
{ | |
static long sum(int a, int b, int c) | |
{ | |
return a + b + c; | |
} | |
assert(curry(&sum)(1)(2)(3) == 6); | |
assert(curry!sum()(1)(2)(3) == 6); | |
static string repeat(string a, int n) | |
{ | |
string result; | |
foreach(immutable i; 0 .. n) | |
result ~= a; | |
return result; | |
} | |
assert(curry(&repeat)("foo")(3) == "foofoofoo"); | |
assert(curry!repeat()("foo")(3) == "foofoofoo"); | |
int outer = 42; | |
assert(curry((int inner) => outer - inner)(2) == 40); | |
} |
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