+
+ // sdivrem
+ {
+ APInt q(8, 0);
+ APInt r(8, 0);
+ APInt one(8, 1);
+ APInt two(8, 2);
+ APInt nine(8, 9);
+ APInt four(8, 4);
+
+ EXPECT_EQ(nine.srem(two), one);
+ EXPECT_EQ(nine.srem(-two), one);
+ EXPECT_EQ((-nine).srem(two), -one);
+ EXPECT_EQ((-nine).srem(-two), -one);
+
+ APInt::sdivrem(nine, two, q, r);
+ EXPECT_EQ(four, q);
+ EXPECT_EQ(one, r);
+ APInt::sdivrem(-nine, two, q, r);
+ EXPECT_EQ(-four, q);
+ EXPECT_EQ(-one, r);
+ APInt::sdivrem(nine, -two, q, r);
+ EXPECT_EQ(-four, q);
+ EXPECT_EQ(one, r);
+ APInt::sdivrem(-nine, -two, q, r);
+ EXPECT_EQ(four, q);
+ EXPECT_EQ(-one, r);
+ }
+}
+
+TEST(APIntTest, compare) {
+ std::array<APInt, 5> testVals{{
+ APInt{16, 2},
+ APInt{16, 1},
+ APInt{16, 0},
+ APInt{16, (uint64_t)-1, true},
+ APInt{16, (uint64_t)-2, true},
+ }};
+
+ for (auto &arg1 : testVals)
+ for (auto &arg2 : testVals) {
+ auto uv1 = arg1.getZExtValue();
+ auto uv2 = arg2.getZExtValue();
+ auto sv1 = arg1.getSExtValue();
+ auto sv2 = arg2.getSExtValue();
+
+ EXPECT_EQ(uv1 < uv2, arg1.ult(arg2));
+ EXPECT_EQ(uv1 <= uv2, arg1.ule(arg2));
+ EXPECT_EQ(uv1 > uv2, arg1.ugt(arg2));
+ EXPECT_EQ(uv1 >= uv2, arg1.uge(arg2));
+
+ EXPECT_EQ(sv1 < sv2, arg1.slt(arg2));
+ EXPECT_EQ(sv1 <= sv2, arg1.sle(arg2));
+ EXPECT_EQ(sv1 > sv2, arg1.sgt(arg2));
+ EXPECT_EQ(sv1 >= sv2, arg1.sge(arg2));
+
+ EXPECT_EQ(uv1 < uv2, arg1.ult(uv2));
+ EXPECT_EQ(uv1 <= uv2, arg1.ule(uv2));
+ EXPECT_EQ(uv1 > uv2, arg1.ugt(uv2));
+ EXPECT_EQ(uv1 >= uv2, arg1.uge(uv2));
+
+ EXPECT_EQ(sv1 < sv2, arg1.slt(sv2));
+ EXPECT_EQ(sv1 <= sv2, arg1.sle(sv2));
+ EXPECT_EQ(sv1 > sv2, arg1.sgt(sv2));
+ EXPECT_EQ(sv1 >= sv2, arg1.sge(sv2));
+ }
+}
+
+TEST(APIntTest, compareWithRawIntegers) {
+ EXPECT_TRUE(!APInt(8, 1).uge(256));
+ EXPECT_TRUE(!APInt(8, 1).ugt(256));
+ EXPECT_TRUE( APInt(8, 1).ule(256));
+ EXPECT_TRUE( APInt(8, 1).ult(256));
+ EXPECT_TRUE(!APInt(8, 1).sge(256));
+ EXPECT_TRUE(!APInt(8, 1).sgt(256));
+ EXPECT_TRUE( APInt(8, 1).sle(256));
+ EXPECT_TRUE( APInt(8, 1).slt(256));
+ EXPECT_TRUE(!(APInt(8, 0) == 256));
+ EXPECT_TRUE( APInt(8, 0) != 256);
+ EXPECT_TRUE(!(APInt(8, 1) == 256));
+ EXPECT_TRUE( APInt(8, 1) != 256);
+
+ auto uint64max = UINT64_MAX;
+ auto int64max = INT64_MAX;
+ auto int64min = INT64_MIN;
+
+ auto u64 = APInt{128, uint64max};
+ auto s64 = APInt{128, static_cast<uint64_t>(int64max), true};
+ auto big = u64 + 1;
+
+ EXPECT_TRUE( u64.uge(uint64max));
+ EXPECT_TRUE(!u64.ugt(uint64max));
+ EXPECT_TRUE( u64.ule(uint64max));
+ EXPECT_TRUE(!u64.ult(uint64max));
+ EXPECT_TRUE( u64.sge(int64max));
+ EXPECT_TRUE( u64.sgt(int64max));
+ EXPECT_TRUE(!u64.sle(int64max));
+ EXPECT_TRUE(!u64.slt(int64max));
+ EXPECT_TRUE( u64.sge(int64min));
+ EXPECT_TRUE( u64.sgt(int64min));
+ EXPECT_TRUE(!u64.sle(int64min));
+ EXPECT_TRUE(!u64.slt(int64min));
+
+ EXPECT_TRUE(u64 == uint64max);
+ EXPECT_TRUE(u64 != int64max);
+ EXPECT_TRUE(u64 != int64min);
+
+ EXPECT_TRUE(!s64.uge(uint64max));
+ EXPECT_TRUE(!s64.ugt(uint64max));
+ EXPECT_TRUE( s64.ule(uint64max));
+ EXPECT_TRUE( s64.ult(uint64max));
+ EXPECT_TRUE( s64.sge(int64max));
+ EXPECT_TRUE(!s64.sgt(int64max));
+ EXPECT_TRUE( s64.sle(int64max));
+ EXPECT_TRUE(!s64.slt(int64max));
+ EXPECT_TRUE( s64.sge(int64min));
+ EXPECT_TRUE( s64.sgt(int64min));
+ EXPECT_TRUE(!s64.sle(int64min));
+ EXPECT_TRUE(!s64.slt(int64min));
+
+ EXPECT_TRUE(s64 != uint64max);
+ EXPECT_TRUE(s64 == int64max);
+ EXPECT_TRUE(s64 != int64min);
+
+ EXPECT_TRUE( big.uge(uint64max));
+ EXPECT_TRUE( big.ugt(uint64max));
+ EXPECT_TRUE(!big.ule(uint64max));
+ EXPECT_TRUE(!big.ult(uint64max));
+ EXPECT_TRUE( big.sge(int64max));
+ EXPECT_TRUE( big.sgt(int64max));
+ EXPECT_TRUE(!big.sle(int64max));
+ EXPECT_TRUE(!big.slt(int64max));
+ EXPECT_TRUE( big.sge(int64min));
+ EXPECT_TRUE( big.sgt(int64min));
+ EXPECT_TRUE(!big.sle(int64min));
+ EXPECT_TRUE(!big.slt(int64min));
+
+ EXPECT_TRUE(big != uint64max);
+ EXPECT_TRUE(big != int64max);
+ EXPECT_TRUE(big != int64min);
+}
+
+TEST(APIntTest, compareWithInt64Min) {
+ int64_t edge = INT64_MIN;
+ int64_t edgeP1 = edge + 1;
+ int64_t edgeM1 = INT64_MAX;
+ auto a = APInt{64, static_cast<uint64_t>(edge), true};
+
+ EXPECT_TRUE(!a.slt(edge));
+ EXPECT_TRUE( a.sle(edge));
+ EXPECT_TRUE(!a.sgt(edge));
+ EXPECT_TRUE( a.sge(edge));
+ EXPECT_TRUE( a.slt(edgeP1));
+ EXPECT_TRUE( a.sle(edgeP1));
+ EXPECT_TRUE(!a.sgt(edgeP1));
+ EXPECT_TRUE(!a.sge(edgeP1));
+ EXPECT_TRUE( a.slt(edgeM1));
+ EXPECT_TRUE( a.sle(edgeM1));
+ EXPECT_TRUE(!a.sgt(edgeM1));
+ EXPECT_TRUE(!a.sge(edgeM1));
+}
+
+TEST(APIntTest, compareWithHalfInt64Max) {
+ uint64_t edge = 0x4000000000000000;
+ uint64_t edgeP1 = edge + 1;
+ uint64_t edgeM1 = edge - 1;
+ auto a = APInt{64, edge};
+
+ EXPECT_TRUE(!a.ult(edge));
+ EXPECT_TRUE( a.ule(edge));
+ EXPECT_TRUE(!a.ugt(edge));
+ EXPECT_TRUE( a.uge(edge));
+ EXPECT_TRUE( a.ult(edgeP1));
+ EXPECT_TRUE( a.ule(edgeP1));
+ EXPECT_TRUE(!a.ugt(edgeP1));
+ EXPECT_TRUE(!a.uge(edgeP1));
+ EXPECT_TRUE(!a.ult(edgeM1));
+ EXPECT_TRUE(!a.ule(edgeM1));
+ EXPECT_TRUE( a.ugt(edgeM1));
+ EXPECT_TRUE( a.uge(edgeM1));
+
+ EXPECT_TRUE(!a.slt(edge));
+ EXPECT_TRUE( a.sle(edge));
+ EXPECT_TRUE(!a.sgt(edge));
+ EXPECT_TRUE( a.sge(edge));
+ EXPECT_TRUE( a.slt(edgeP1));
+ EXPECT_TRUE( a.sle(edgeP1));
+ EXPECT_TRUE(!a.sgt(edgeP1));
+ EXPECT_TRUE(!a.sge(edgeP1));
+ EXPECT_TRUE(!a.slt(edgeM1));
+ EXPECT_TRUE(!a.sle(edgeM1));
+ EXPECT_TRUE( a.sgt(edgeM1));
+ EXPECT_TRUE( a.sge(edgeM1));
+}
+
+
+// Tests different div/rem varaints using scheme (a * b + c) / a
+void testDiv(APInt a, APInt b, APInt c) {
+ ASSERT_TRUE(a.uge(b)); // Must: a >= b
+ ASSERT_TRUE(a.ugt(c)); // Must: a > c
+
+ auto p = a * b + c;
+
+ auto q = p.udiv(a);
+ auto r = p.urem(a);
+ EXPECT_EQ(b, q);
+ EXPECT_EQ(c, r);
+ APInt::udivrem(p, a, q, r);
+ EXPECT_EQ(b, q);
+ EXPECT_EQ(c, r);
+ q = p.sdiv(a);
+ r = p.srem(a);
+ EXPECT_EQ(b, q);
+ EXPECT_EQ(c, r);
+ APInt::sdivrem(p, a, q, r);
+ EXPECT_EQ(b, q);
+ EXPECT_EQ(c, r);
+
+ if (b.ugt(c)) { // Test also symmetric case
+ q = p.udiv(b);
+ r = p.urem(b);
+ EXPECT_EQ(a, q);
+ EXPECT_EQ(c, r);
+ APInt::udivrem(p, b, q, r);
+ EXPECT_EQ(a, q);
+ EXPECT_EQ(c, r);
+ q = p.sdiv(b);
+ r = p.srem(b);
+ EXPECT_EQ(a, q);
+ EXPECT_EQ(c, r);
+ APInt::sdivrem(p, b, q, r);
+ EXPECT_EQ(a, q);
+ EXPECT_EQ(c, r);
+ }
+}
+
+TEST(APIntTest, divrem_big1) {
+ // Tests KnuthDiv rare step D6
+ testDiv({256, "1ffffffffffffffff", 16},
+ {256, "1ffffffffffffffff", 16},
+ {256, 0});
+}
+
+TEST(APIntTest, divrem_big2) {
+ // Tests KnuthDiv rare step D6
+ testDiv({1024, "112233ceff"
+ "cecece000000ffffffffffffffffffff"
+ "ffffffffffffffffffffffffffffffff"
+ "ffffffffffffffffffffffffffffffff"
+ "ffffffffffffffffffffffffffffff33", 16},
+ {1024, "111111ffffffffffffffff"
+ "ffffffffffffffffffffffffffffffff"
+ "fffffffffffffffffffffffffffffccf"
+ "ffffffffffffffffffffffffffffff00", 16},
+ {1024, 7919});
+}
+
+TEST(APIntTest, divrem_big3) {
+ // Tests KnuthDiv case without shift
+ testDiv({256, "80000001ffffffffffffffff", 16},
+ {256, "ffffffffffffff0000000", 16},
+ {256, 4219});
+}
+
+TEST(APIntTest, divrem_big4) {
+ // Tests heap allocation in divide() enfoced by huge numbers
+ testDiv(APInt{4096, 5}.shl(2001),
+ APInt{4096, 1}.shl(2000),
+ APInt{4096, 4219*13});
+}
+
+TEST(APIntTest, divrem_big5) {
+ // Tests one word divisor case of divide()
+ testDiv(APInt{1024, 19}.shl(811),
+ APInt{1024, 4356013}, // one word
+ APInt{1024, 1});
+}
+
+TEST(APIntTest, divrem_big6) {
+ // Tests some rare "borrow" cases in D4 step
+ testDiv(APInt{512, "ffffffffffffffff00000000000000000000000001", 16},
+ APInt{512, "10000000000000001000000000000001", 16},
+ APInt{512, "10000000000000000000000000000000", 16});
+}
+
+TEST(APIntTest, divrem_big7) {
+ // Yet another test for KnuthDiv rare step D6.
+ testDiv({224, "800000008000000200000005", 16},
+ {224, "fffffffd", 16},
+ {224, "80000000800000010000000f", 16});