diff options
Diffstat (limited to 'erts')
-rw-r--r-- | erts/emulator/beam/arith_instrs.tab | 83 | ||||
-rw-r--r-- | erts/emulator/test/Makefile | 1 | ||||
-rw-r--r-- | erts/emulator/test/small_SUITE.erl | 115 |
3 files changed, 194 insertions, 5 deletions
diff --git a/erts/emulator/beam/arith_instrs.tab b/erts/emulator/beam/arith_instrs.tab index 5f23b2c168..f14b376419 100644 --- a/erts/emulator/beam/arith_instrs.tab +++ b/erts/emulator/beam/arith_instrs.tab @@ -51,11 +51,50 @@ plus.fetch(Op1, Op2) { plus.execute(Fail, Dst) { if (ERTS_LIKELY(is_both_small(PlusOp1, PlusOp2))) { +#ifdef HAVE_OVERFLOW_CHECK_BUILTINS + Sint lhs_tagged, rhs_untagged, res; + + /* The value part of immediate integers start right after the tag and + * occupy the rest of the word, so if you squint a bit they look like + * fixed-point integers; as long as you mask the tag away you will get + * correct results from addition/subtraction since they share the same + * notion of zero. It's fairly easy to see that the following holds + * when (a + b) is in range: + * + * (a >> s) + (b >> s) == ((a & ~m) + (b & ~m)) >> s + * + * Where 's' is the tag size and 'm' is the tag mask. + * + * The left-hand side is our fallback in the #else clause and is the + * fastest way to do this safely in plain C. The actual addition will + * never overflow since `Sint` has a much greater range than our + * smalls, so we can use the IS_SSMALL macro to see if the result is + * within range. + * + * What we're doing below is an extension of the right-hand side. By + * treating `a` and `b` as fixed-point integers, all additions whose + * result is out of range will also overflow `Sint` and we can use the + * compiler's overflow intrinsics to check for this condition. + * + * In addition, since the tag lives in the lowest bits we can further + * optimize this by only stripping the tag from either side. The higher + * bits can't influence the tag bits since we bail on overflow, so the + * tag bits from the tagged side will simply appear in the result. */ + lhs_tagged = PlusOp1; + rhs_untagged = PlusOp2 & ~_TAG_IMMED1_MASK; + + if (ERTS_LIKELY(!__builtin_add_overflow(lhs_tagged, rhs_untagged, &res))) { + ASSERT(is_small(res)); + $Dst = res; + $NEXT0(); + } +#else Sint i = signed_val(PlusOp1) + signed_val(PlusOp2); if (ERTS_LIKELY(IS_SSMALL(i))) { $Dst = make_small(i); $NEXT0(); } +#endif } $OUTLINED_ARITH_2($Fail, mixed_plus, BIF_splus_2, PlusOp1, PlusOp2, $Dst); } @@ -73,11 +112,26 @@ minus.fetch(Op1, Op2) { minus.execute(Fail, Dst) { if (ERTS_LIKELY(is_both_small(MinusOp1, MinusOp2))) { +#ifdef HAVE_OVERFLOW_CHECK_BUILTINS + Sint lhs_tagged, rhs_untagged, res; + + /* See plus.execute */ + lhs_tagged = MinusOp1; + rhs_untagged = MinusOp2 & ~_TAG_IMMED1_MASK; + + if (ERTS_LIKELY(!__builtin_sub_overflow(lhs_tagged, rhs_untagged, &res))) { + ASSERT(is_small(res)); + $Dst = res; + $NEXT0(); + } +#else Sint i = signed_val(MinusOp1) - signed_val(MinusOp2); + if (ERTS_LIKELY(IS_SSMALL(i))) { $Dst = make_small(i); $NEXT0(); } +#endif } $OUTLINED_ARITH_2($Fail, mixed_minus, BIF_sminus_2, MinusOp1, MinusOp2, $Dst); } @@ -97,12 +151,27 @@ increment.execute(IncrementVal, Dst) { Eterm result; if (ERTS_LIKELY(is_small(increment_reg_val))) { +#ifdef HAVE_OVERFLOW_CHECK_BUILTINS + Sint lhs_tagged, rhs_untagged, res; + + /* See plus.execute */ + lhs_tagged = increment_reg_val; + rhs_untagged = (Sint)increment_val << _TAG_IMMED1_SIZE; + + if (ERTS_LIKELY(!__builtin_add_overflow(lhs_tagged, rhs_untagged, &res))) { + ASSERT(is_small(res)); + $Dst = res; + $NEXT0(); + } +#else Sint i = signed_val(increment_reg_val) + increment_val; if (ERTS_LIKELY(IS_SSMALL(i))) { $Dst = make_small(i); $NEXT0(); } +#endif } + result = erts_mixed_plus(c_p, increment_reg_val, make_small(increment_val)); ERTS_HOLE_CHECK(c_p); if (ERTS_LIKELY(is_value(result))) { @@ -118,11 +187,15 @@ i_times(Fail, Op1, Op2, Dst) { Eterm op2 = $Op2; #ifdef HAVE_OVERFLOW_CHECK_BUILTINS if (ERTS_LIKELY(is_both_small(op1, op2))) { - Sint a = signed_val(op1); - Sint b = signed_val(op2); - Sint res; - if (ERTS_LIKELY(!__builtin_mul_overflow(a, b, &res) && IS_SSMALL(res))) { - $Dst = make_small(res); + /* See plus.execute */ + Sint lhs_untagged, rhs_actual, res; + + lhs_untagged = op1 & ~_TAG_IMMED1_MASK; + rhs_actual = signed_val(op2); + + if (ERTS_LIKELY(!__builtin_mul_overflow(lhs_untagged, rhs_actual, &res))) { + ASSERT(!(res & _TAG_IMMED1_MASK)); + $Dst = res | _TAG_IMMED1_SMALL; $NEXT0(); } } diff --git a/erts/emulator/test/Makefile b/erts/emulator/test/Makefile index 8c2054cb51..28775b6f02 100644 --- a/erts/emulator/test/Makefile +++ b/erts/emulator/test/Makefile @@ -124,6 +124,7 @@ MODULES= \ send_term_SUITE \ sensitive_SUITE \ signal_SUITE \ + small_SUITE \ smoke_test_SUITE \ $(SOCKET_MODULES) \ statistics_SUITE \ diff --git a/erts/emulator/test/small_SUITE.erl b/erts/emulator/test/small_SUITE.erl new file mode 100644 index 0000000000..00a02e5560 --- /dev/null +++ b/erts/emulator/test/small_SUITE.erl @@ -0,0 +1,115 @@ +%% +%% %CopyrightBegin% +%% +%% Copyright Ericsson AB 2019. All Rights Reserved. +%% +%% Licensed under the Apache License, Version 2.0 (the "License"); +%% you may not use this file except in compliance with the License. +%% You may obtain a copy of the License at +%% +%% http://www.apache.org/licenses/LICENSE-2.0 +%% +%% Unless required by applicable law or agreed to in writing, software +%% distributed under the License is distributed on an "AS IS" BASIS, +%% WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +%% See the License for the specific language governing permissions and +%% limitations under the License. +%% +%% %CopyrightEnd% +%% +-module(small_SUITE). + +-export([all/0, suite/0]). +-export([edge_cases/1]). + +-include_lib("common_test/include/ct.hrl"). + +suite() -> + [{ct_hooks,[ts_install_cth]}, + {timetrap, {minutes, 1}}]. + +all() -> + [edge_cases]. + +edge_cases(Config) when is_list(Config) -> + {MinSmall, MaxSmall} = Limits = determine_small_limits(0), + ct:pal("Limits = ~p", [Limits]), + + true = (MaxSmall + 1) =:= MaxSmall + id(1), + true = (MinSmall - 1) =:= MinSmall - id(1), + true = (MaxSmall + 1) > id(MaxSmall), + true = (MinSmall - 1) < id(MinSmall), + -1 = MinSmall + id(MaxSmall), + -1 = MaxSmall + id(MinSmall), + + false = is_small(MinSmall * -1), + false = is_small(MinSmall - id(1)), + false = is_small(MinSmall - 1), + false = is_small(MaxSmall + id(1)), + + Lower = lists:seq(MinSmall, MinSmall + 128), + Upper = lists:seq(MaxSmall, MaxSmall - 128, -1), + Pow2 = seq_pow2(MinSmall, MaxSmall), + NearZero = lists:seq(-128, 128), + + ok = test_combinations([Lower, Upper, Pow2, NearZero], MinSmall, MaxSmall), + + ok. + +test_combinations([As | Rest]=TestVectors, MinS, MaxS) -> + [begin + _ = [arith_test(A, B, MinS, MaxS) || B <- Bs] + end || A <- As, Bs <- TestVectors], + test_combinations(Rest, MinS, MaxS); +test_combinations([], _MinS, _MaxS) -> + ok. + +%% Builds a sequence of all powers of 2 between MinSmall and MaxSmall +seq_pow2(MinSmall, MaxSmall) -> + sp2_1(MinSmall, MinSmall, MaxSmall). + +sp2_1(N, _MinS, MaxS) when N >= MaxS -> + []; +sp2_1(-1, MinS, MaxS) -> + [-1 | sp2_1(1, MinS, MaxS)]; +sp2_1(N, MinS, MaxS) when N < 0 -> + [N | sp2_1(N bsr 1, MinS, MaxS)]; +sp2_1(N, MinS, MaxS) when N > 0 -> + [N | sp2_1(N bsl 1, MinS, MaxS)]. + +arith_test(A, B, MinS, MaxS) -> + verify_kind(A + B, MinS, MaxS), + verify_kind(B + A, MinS, MaxS), + verify_kind(A - B, MinS, MaxS), + verify_kind(B - A, MinS, MaxS), + verify_kind(A * B, MinS, MaxS), + verify_kind(B * A, MinS, MaxS), + + true = A + B =:= apply(erlang, id('+'), [A, B]), + true = A - B =:= apply(erlang, id('-'), [A, B]), + true = A * B =:= apply(erlang, id('*'), [A, B]), + + true = A + B =:= B + id(A), + true = A - B =:= A + id(-B), + true = B - A =:= B + id(-A), + true = A * B =:= B * id(A), + + true = B =:= 0 orelse ((A * B) div id(B) =:= A), + true = A =:= 0 orelse ((B * A) div id(A) =:= B), + + ok. + +%% Verifies that N is a small when it should be +verify_kind(N, MinS, MaxS) -> + true = is_small(N) =:= (N >= MinS andalso N =< MaxS). + +is_small(N) when is_integer(N) -> + 0 =:= erts_debug:flat_size(N). + +determine_small_limits(N) -> + case is_small(-1 bsl N) of + true -> determine_small_limits(N + 1); + false -> {-1 bsl (N - 1), (1 bsl (N - 1)) - 1} + end. + +id(I) -> I. |