Add sort primop
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@ -779,6 +779,29 @@ builtins.replaceStrings ["oo" "a"] ["a" "i"] "foobar"
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</varlistentry>
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<varlistentry><term><function>builtins.sort</function>
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<replaceable>comparator</replaceable> <replaceable>list</replaceable></term>
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<listitem><para>Return <replaceable>list</replaceable> in sorted
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order. It repeatedly calls the function
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<replaceable>comparator</replaceable> with two elements. The
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comparator should return <literal>true</literal> if the first
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element is less than the second, and <literal>false</literal>
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otherwise. For example,
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<programlisting>
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builtins.sort builtins.lessThan [ 483 249 526 147 42 77 ]
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</programlisting>
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produces the list <literal>[ 42 77 147 249 483 526
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]</literal>.</para>
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<para>This is a stable sort: it preserves the relative order of
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elements deemed equal by the comparator.</para></listitem>
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</varlistentry>
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<varlistentry><term><function>builtins.stringLength</function>
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<replaceable>e</replaceable></term>
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@ -1364,7 +1364,6 @@ static void prim_all(EvalState & state, const Pos & pos, Value * * args, Value &
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}
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/* Apply a function to every element of a list. */
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static void prim_genList(EvalState & state, const Pos & pos, Value * * args, Value & v)
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{
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state.forceFunction(*args[0], pos);
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@ -1383,6 +1382,41 @@ static void prim_genList(EvalState & state, const Pos & pos, Value * * args, Val
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}
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static void prim_lessThan(EvalState & state, const Pos & pos, Value * * args, Value & v);
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static void prim_sort(EvalState & state, const Pos & pos, Value * * args, Value & v)
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{
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state.forceFunction(*args[0], pos);
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state.forceList(*args[1], pos);
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auto len = args[1]->listSize();
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state.mkList(v, len);
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for (unsigned int n = 0; n < len; ++n) {
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state.forceValue(*args[1]->listElems()[n]);
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v.listElems()[n] = args[1]->listElems()[n];
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}
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auto comparator = [&](Value * a, Value * b) {
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/* Optimization: if the comparator is lessThan, bypass
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callFunction. */
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if (args[0]->type == tPrimOp && args[0]->primOp->fun == prim_lessThan)
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return CompareValues()(a, b);
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Value vTmp1, vTmp2;
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state.callFunction(*args[0], *a, vTmp1, pos);
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state.callFunction(vTmp1, *b, vTmp2, pos);
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return state.forceBool(vTmp2);
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};
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/* FIXME: std::sort can segfault if the comparator is not a strict
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weak ordering. What to do? std::stable_sort() seems more
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resilient, but no guarantees... */
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std::stable_sort(v.listElems(), v.listElems() + len, comparator);
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}
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/*************************************************************
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* Integer arithmetic
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*************************************************************/
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@ -1779,6 +1813,7 @@ void EvalState::createBaseEnv()
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addPrimOp("__any", 2, prim_any);
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addPrimOp("__all", 2, prim_all);
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addPrimOp("__genList", 2, prim_genList);
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addPrimOp("__sort", 2, prim_sort);
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// Integer arithmetic
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addPrimOp("__add", 2, prim_add);
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1
tests/lang/eval-okay-sort.exp
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1
tests/lang/eval-okay-sort.exp
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@ -0,0 +1 @@
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[ [ 42 77 147 249 483 526 ] [ 526 483 249 147 77 42 ] [ "bar" "fnord" "foo" "xyzzy" ] [ { key = 1; value = "foo"; } { key = 1; value = "fnord"; } { key = 2; value = "bar"; } ] ]
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8
tests/lang/eval-okay-sort.nix
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8
tests/lang/eval-okay-sort.nix
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@ -0,0 +1,8 @@
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with builtins;
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[ (sort lessThan [ 483 249 526 147 42 77 ])
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(sort (x: y: y < x) [ 483 249 526 147 42 77 ])
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(sort lessThan [ "foo" "bar" "xyzzy" "fnord" ])
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(sort (x: y: x.key < y.key)
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[ { key = 1; value = "foo"; } { key = 2; value = "bar"; } { key = 1; value = "fnord"; } ])
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]
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