| Index: test/cctest/test-bitrange.cc
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| ===================================================================
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| --- test/cctest/test-bitrange.cc	(revision 0)
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| +++ test/cctest/test-bitrange.cc	(revision 0)
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| @@ -0,0 +1,255 @@
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| +// Copyright 2013 the V8 project authors. All rights reserved.
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| +// Redistribution and use in source and binary forms, with or without
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| +// modification, are permitted provided that the following conditions are
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| +// met:
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| +//
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| +//     * Redistributions of source code must retain the above copyright
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| +//       notice, this list of conditions and the following disclaimer.
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| +//     * Redistributions in binary form must reproduce the above
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| +//       copyright notice, this list of conditions and the following
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| +//       disclaimer in the documentation and/or other materials provided
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| +//       with the distribution.
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| +//     * Neither the name of Google Inc. nor the names of its
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| +//       contributors may be used to endorse or promote products derived
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| +//       from this software without specific prior written permission.
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| +//
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| +// THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
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| +// "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
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| +// LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR
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| +// A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT
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| +// OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL,
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| +// SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT
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| +// LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE,
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| +// DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY
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| +// THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
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| +// (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
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| +// OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
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| +
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| +#include <stdlib.h>
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| +
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| +#include "v8.h"
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| +
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| +#include "hydrogen-instructions.h"
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| +#include "cctest.h"
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| +
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| +using namespace v8::internal;
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| +
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| +static int32_t GetLo(const BitRange& range) {
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| +  int32_t lo = kMaxInt, hi = kMinInt;
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| +  range.ExtendRange(&lo, &hi);
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| +  return lo;
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| +}
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| +
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| +
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| +static int32_t GetHi(const BitRange& range) {
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| +  int32_t lo = kMaxInt, hi = kMinInt;
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| +  range.ExtendRange(&lo, &hi);
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| +  return hi;
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| +}
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| +
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| +
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| +static void CheckOp(int32_t a_lo, int32_t a_hi,
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| +                    int32_t b_lo, int32_t b_hi,
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| +                    BitRange op(BitRange, BitRange),
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| +                    int32_t expected_lo, int32_t expected_hi) {
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| +  BitRange a_range;
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| +  BitRange b_range;
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| +  BitRange::SetFromRange(&a_range, a_lo, a_hi);
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| +  BitRange::SetFromRange(&b_range, b_lo, b_hi);
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| +  BitRange result = op(a_range, b_range);
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| +  CHECK_EQ(expected_lo, GetLo(result));
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| +  CHECK_EQ(expected_hi, GetHi(result));
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| +}
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| +
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| +
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| +TEST(BitRangeConstants) {
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| +  // Converting a constant to BitRange and back is lossless.
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| +  for (int32_t i = -100; i <= 100; i++) {
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| +    BitRange r;
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| +    BitRange::SetFromRange(&r, i, i);
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| +    int32_t lo = kMaxInt, hi = kMinInt;
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| +    r.ExtendRange(&lo, &hi);
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| +    CHECK_EQ(i, lo);
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| +    CHECK_EQ(i, hi);
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| +  }
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| +}
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| +
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| +
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| +TEST(BitRangeConstantOps) {
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| +  for (int32_t a = -16; a <= 15; a++) {
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| +    for (int32_t b = -16; b <= 15; b++) {
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| +      CheckOp(a, a, b, b, &BitRange::And, a & b, a & b);
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| +      CheckOp(a, a, b, b, &BitRange::Or, a | b, a | b);
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| +      CheckOp(a, a, b, b, &BitRange::Xor, a ^ b, a ^ b);
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| +    }
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| +  }
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| +}
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| +
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| +
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| +static void CheckConvert(int32_t lo, int32_t hi,
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| +                         int32_t expected_lo, int32_t expected_hi) {
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| +  BitRange range;
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| +  BitRange::SetFromRange(&range, lo, hi);
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| +  CHECK_EQ(expected_lo, GetLo(range));
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| +  CHECK_EQ(expected_hi, GetHi(range));
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| +}
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| +
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| +
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| +TEST(BitRangeConversion) {
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| +  // [0, 4] -->  000xxx
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| +  CheckConvert(0, 4, 0, 7);
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| +  CheckConvert(0, 5, 0, 7);
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| +  CheckConvert(0, 6, 0, 7);
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| +  CheckConvert(0, 7, 0, 7);
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| +
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| +  CheckConvert(1, 4, 0, 7);
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| +  CheckConvert(1, 5, 0, 7);
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| +  CheckConvert(1, 6, 0, 7);
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| +  CheckConvert(1, 7, 0, 7);
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| +}
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| +
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| +
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| +TEST(BitRangeConservativeApproximation) {
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| +  // Exhaustive test of 5-bit integers.
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| +  // The BitRange operation must always include all real possible values.
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| +  const int32_t kMin = -16;
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| +  const int32_t kMax = 15;
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| +
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| +  int count = 0;
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| +  int and_precise_count = 0;
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| +  int or_precise_count = 0;
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| +  int xor_precise_count = 0;
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| +
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| +  for (int32_t a_lo = kMin; a_lo <= kMax; a_lo++) {
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| +    for (int32_t a_hi = a_lo; a_hi <= kMax; a_hi++) {
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| +      for (int32_t b_lo = kMin; b_lo <= kMax; b_lo++) {
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| +        for (int32_t b_hi = a_lo; b_hi <= kMax; b_hi++) {
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| +          // Compute precise ranges.
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| +          int32_t and_lo = kMaxInt, and_hi = kMinInt;
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| +          int32_t or_lo = kMaxInt, or_hi = kMinInt;
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| +          int32_t xor_lo = kMaxInt, xor_hi = kMinInt;
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| +
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| +          for (int32_t a = a_lo; a <= a_hi; a++) {
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| +            for (int32_t b = b_lo; b <= b_hi; b++) {
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| +              int32_t a_and_b = a & b;
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| +              and_lo = Min(and_lo, a_and_b);
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| +              and_hi = Max(and_hi, a_and_b);
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| +              int32_t a_or_b = a | b;
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| +              or_lo = Min(or_lo, a_or_b);
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| +              or_hi = Max(or_hi, a_or_b);
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| +              int32_t a_xor_b = a ^ b;
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| +              xor_lo = Min(xor_lo, a_xor_b);
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| +              xor_hi = Max(xor_hi, a_xor_b);
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| +            }
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| +          }
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| +
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| +          BitRange a_range;
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| +          BitRange::SetFromRange(&a_range, a_lo, a_hi);
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| +          BitRange b_range;
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| +          BitRange::SetFromRange(&b_range, b_lo, b_hi);
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| +
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| +          ++count;
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| +          // Precise range must always be included in approximate result.
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| +          BitRange and_range = BitRange::And(a_range, b_range);
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| +          CHECK(GetLo(and_range) <= and_lo);
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| +          CHECK(GetHi(and_range) >= and_hi);
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| +          if (GetLo(and_range) == and_lo && GetHi(and_range) == and_hi) {
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| +            ++and_precise_count;
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| +          }
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| +
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| +          BitRange or_range = BitRange::Or(a_range, b_range);
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| +          CHECK(GetLo(or_range) <= or_lo);
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| +          CHECK(GetHi(or_range) >= or_hi);
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| +          if (GetLo(or_range) == or_lo && GetHi(or_range) == or_hi) {
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| +            ++or_precise_count;
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| +          }
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| +
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| +          BitRange xor_range = BitRange::Xor(a_range, b_range);
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| +          CHECK(GetLo(xor_range) <= xor_lo);
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| +          CHECK(GetHi(xor_range) >= xor_hi);
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| +          if (GetLo(xor_range) == xor_lo && GetHi(xor_range) == xor_hi) {
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| +            ++xor_precise_count;
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| +          }
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| +        }
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| +      }
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| +    }
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| +  }
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| +
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| +  CHECK_EQ(366080, count);
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| +  CHECK_EQ(35668, and_precise_count);
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| +  CHECK_EQ(35668, or_precise_count);
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| +  CHECK_EQ(37480, xor_precise_count);
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| +}
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| +
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| +
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| +TEST(BitRangeMultiRange) {
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| +  // Multiple ranges can be unioned with multiple calls to ExtendRange.
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| +  //
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| +  // HBitWise::InferRange is a 1x1 decomposition.  Each input range is
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| +  // 'decomposed' into 1 BitRange.  It is possible to do a more precise
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| +  // decompostion into several BitRanges.  2 BitRanges might be the sweet-spot
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| +  // since it prevents change-of-sign polluting the result.
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| +  //
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| +  // E.g.  [-2,3] = {xxxxxxxx} as one BitRange, but is {1111111x, 000000xx} as
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| +  // two.
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| +  //
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| +  //   [-2,3] ^ [-1,5] = {xxxxxxxx} ^ {xxxxxxxx} = xxxxxxxx
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| +  //
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| +  // With a 2x2 decomposition, there are 4 intermediate results.
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| +  //
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| +  //   [-2,3] ^ [-1,5] = {1111111x, 000000xx} ^ {11111111, 00000xxx}
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| +  //     result11 = 1111111x ^ 11111111 = 0000000x
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| +  //     result12 = 1111111x ^ 00000xxx = 11111xxx
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| +  //     result21 = 000000xx ^ 11111111 = 111111xx
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| +  //     result22 = 000000xx ^ 00000xxx = 00000xxx
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| +  //
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| +  // These can be accumulated into a range as follows:
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| +  //
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| +  //     result11.ExtendRange(&lower, &upper);  // 0, 1
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| +  //     result12.ExtendRange(&lower, &upper);  // -8, 1
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| +  //     result21.ExtendRange(&lower, &upper);  // -8, 1
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| +  //     result22.ExtendRange(&lower, &upper);  // -8, 7
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| +  //   = [-8,7]
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| +
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| +  {
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| +    BitRange r1(~0x000C, 0x0022);   // 0010xx10
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| +    BitRange r2(~0x0003, 0x0004);   // 0000x1xx
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| +    int32_t lo = kMaxInt, hi = kMinInt;
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| +    r1.ExtendRange(&lo, &hi);
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| +    CHECK_EQ(0x22, lo);
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| +    CHECK_EQ(0x2E, hi);
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| +
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| +    r2.ExtendRange(&lo, &hi);
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| +    CHECK_EQ(0x04, lo);
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| +    CHECK_EQ(0x2E, hi);
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| +  }
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| +
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| +  {
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| +    BitRange r1(~0, -1);   // 11111111
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| +    BitRange r2(~1, 0);    // 0000000x
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| +    int32_t lo = kMaxInt, hi = kMinInt;
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| +    r1.ExtendRange(&lo, &hi);
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| +    CHECK_EQ(-1, lo);
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| +    CHECK_EQ(-1, hi);
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| +
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| +    r2.ExtendRange(&lo, &hi);
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| +    CHECK_EQ(-1, lo);
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| +    CHECK_EQ(1, hi);
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| +  }
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| +}
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| +
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| +
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| +TEST(BitRangeOps) {
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| +  // xxxx & 000x => 000x
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| +  CheckOp(kMinInt, kMaxInt,  0, 1,  &BitRange::And,  0, 1);
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| +
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| +  CheckOp(3, 7,  0, 0,  &BitRange::Or,  0, 7);
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| +  CheckOp(4, 5,  0, 0,  &BitRange::Or,  4, 5);
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| +  CheckOp(3, 7,  4, 4,  &BitRange::Or,  4, 7);
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| +  CheckOp(0, 99,  4, 4, &BitRange::Or,  4, 127);
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| +
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| +  // 01xx ^ 0100 -> 00xx
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| +  CheckOp(4, 7,  4, 4,  &BitRange::Xor,  0, 3);
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| +  // 00xx ^ 0100 -> 01xx
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| +  CheckOp(0, 3,  4, 4,  &BitRange::Xor,  4, 7);
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| +}
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| 
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