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3d reordering tests work (still not refactored)

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This commit is contained in:
Christian Zimmermann 2017-02-22 14:10:16 +01:00
parent 678db24003
commit b3f7dad655
2 changed files with 93 additions and 11 deletions
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8
src/multi_array_operation.cc
View file

@ -30,9 +30,9 @@ namespace MultiArrayTools
IndexType& iref = dynamic_cast<IndexType&>(*mIibPtr);
for(iref = mArrayRef.begin().pos(); iref != mArrayRef.end(); ++iref){
// build in vectorization later
VCHECK(iref.pos());
VCHECK(in.mIibPtr->pos());
VCHECK(in.get());
//VCHECK(iref.pos());
//VCHECK(in.mIibPtr->pos());
//VCHECK(in.get());
get() = in.get();
}
return *this;
@ -43,7 +43,7 @@ namespace MultiArrayTools
MultiArrayOperationBase<T,Range>&
MultiArrayOperationBase<T,Range>::operator=(const MultiArrayOperationBase<T, Range2>& in)
{
CHECK;
//CHECK;
in.linkIndicesTo(mIibPtr);
for(*mIibPtr = mArrayRef.begin(); *mIibPtr != mArrayRef.end(); ++(*mIibPtr)){
// build in vectorization later

94
src/unit_test.cc
View file

@ -54,18 +54,27 @@ namespace {
typedef MAT::SingleRange<char,MAT::RangeType::ANY> Range1dAny;
typedef MAT::MultiRange<Range1dAny,Range1dAny> Range2dAny;
typedef MAT::MultiRange<Range1dAny,Range1dAny,Range1dAny> Range3dAny;
typedef MAT::MultiArray<int,Range2dAny> MultiArray2dAny;
typedef MAT::MultiArray<int,Range3dAny> MultiArray3dAny;
ReorderTest() : r1({'a','b','c'}), r2({'a','b','c','d'}),
ReorderTest() : r1({'a','b','c'}), r2({'a','b','c','d'}), r3({'a','b'}),
ra(r1,r2), rb(r2,r1),
ma(ra, {-5,6,2,1,9,54,27,-7,-13,32,90,-67}) {}
r3da(r1,r2,r3), r3db(r1,r3,r2), r3dc(r3,r1,r2),
ma(ra, {-5,6,2,1,9,54,27,-7,-13,32,90,-67}),
ma3d(r3da, {-5,6,2,1,9,54,27,-7,-13,32,90,-67,
-10,16,-2,101,39,-64,81,-22,14,34,95,-62}) {}
Range1dAny r1;
Range1dAny r2;
Range1dAny r3;
Range2dAny ra;
Range2dAny rb;
Range3dAny r3da;
Range3dAny r3db;
Range3dAny r3dc;
MultiArray2dAny ma;
MultiArray3dAny ma3d;
};
TEST_F(OneDimTest, CorrectExtensions)
@ -109,13 +118,12 @@ namespace {
EXPECT_EQ(ma[i(i1 = 2, i2 = 3)], -67);
}
TEST_F(ReorderTest, ReorderingWorks)
TEST_F(ReorderTest, ReorderingWorks2d)
{
MultiArray2dAny ma2(rb);
auto i = ma2.begin();
auto i1 = i.template getIndex<0>();
auto i2 = i.template getIndex<1>();
CHECK;
ma2("alpha","beta") = ma("beta","alpha");
EXPECT_EQ(ma2[i(i1 = 0,i2 = 0)],-5);
@ -123,7 +131,6 @@ namespace {
EXPECT_EQ(ma2[i(i1 = 2,i2 = 0)],2);
EXPECT_EQ(ma2[i(i1 = 3,i2 = 0)],1);
EXPECT_EQ(ma2[i(i1 = 0,i2 = 1)],9);
EXPECT_EQ(ma2[i(i1 = 1,i2 = 1)],54);
EXPECT_EQ(ma2[i(i1 = 2,i2 = 1)],27);
@ -135,6 +142,81 @@ namespace {
EXPECT_EQ(ma2[i(i1 = 3,i2 = 2)],-67);
}
TEST_F(ReorderTest, ReorderingWorks3d_Test1)
{
MultiArray3dAny ma3d2(r3db);
auto i = ma3d2.begin();
auto i1 = i.template getIndex<0>();
auto i2 = i.template getIndex<1>();
auto i3 = i.template getIndex<2>();
ma3d2("alpha","beta","gamma") = ma3d("alpha","gamma","beta");
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 0,i3 = 0)],-5);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 1,i3 = 0)],6);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 0,i3 = 1)],2);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 1,i3 = 1)],1);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 0,i3 = 2)],9);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 1,i3 = 2)],54);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 0,i3 = 3)],27);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 1,i3 = 3)],-7);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 0,i3 = 0)],-13);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 1,i3 = 0)],32);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 0,i3 = 1)],90);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 1,i3 = 1)],-67);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 0,i3 = 2)],-10);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 1,i3 = 2)],16);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 0,i3 = 3)],-2);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 1,i3 = 3)],101);
EXPECT_EQ(ma3d2[i(i1 = 2,i2 = 0,i3 = 0)],39);
EXPECT_EQ(ma3d2[i(i1 = 2,i2 = 1,i3 = 0)],-64);
EXPECT_EQ(ma3d2[i(i1 = 2,i2 = 0,i3 = 1)],81);
EXPECT_EQ(ma3d2[i(i1 = 2,i2 = 1,i3 = 1)],-22);
EXPECT_EQ(ma3d2[i(i1 = 2,i2 = 0,i3 = 2)],14);
EXPECT_EQ(ma3d2[i(i1 = 2,i2 = 1,i3 = 2)],34);
EXPECT_EQ(ma3d2[i(i1 = 2,i2 = 0,i3 = 3)],95);
EXPECT_EQ(ma3d2[i(i1 = 2,i2 = 1,i3 = 3)],-62);
}
TEST_F(ReorderTest, ReorderingWorks3d_Test2)
{
MultiArray3dAny ma3d2(r3dc);
auto i = ma3d2.begin();
auto i1 = i.template getIndex<0>();
auto i2 = i.template getIndex<1>();
auto i3 = i.template getIndex<2>();
ma3d2("gamma","alpha","beta") = ma3d("alpha","beta","gamma");
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 0,i3 = 0)],-5);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 0,i3 = 0)],6);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 0,i3 = 1)],2);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 0,i3 = 1)],1);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 0,i3 = 2)],9);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 0,i3 = 2)],54);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 0,i3 = 3)],27);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 0,i3 = 3)],-7);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 1,i3 = 0)],-13);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 1,i3 = 0)],32);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 1,i3 = 1)],90);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 1,i3 = 1)],-67);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 1,i3 = 2)],-10);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 1,i3 = 2)],16);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 1,i3 = 3)],-2);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 1,i3 = 3)],101);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 2,i3 = 0)],39);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 2,i3 = 0)],-64);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 2,i3 = 1)],81);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 2,i3 = 1)],-22);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 2,i3 = 2)],14);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 2,i3 = 2)],34);
EXPECT_EQ(ma3d2[i(i1 = 0,i2 = 2,i3 = 3)],95);
EXPECT_EQ(ma3d2[i(i1 = 1,i2 = 2,i3 = 3)],-62);
}
} // end namespace
int main(int argc, char** argv)