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Feat/block implementation

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See merge request oss/rotgen!10
This commit is contained in:
Karen Kaspar 2025-06-23 15:22:11 +02:00 • committed by Joel Falcou
parent b868398a77
commit 3d23a07e90
6 changed files with 406 additions and 287 deletions
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86
include/rotgen/block.hpp
View file

@ -35,22 +35,24 @@ namespace rotgen
block(parent const& base) : parent(base) {}
/*
block transpose() const
concrete_type transpose() const
{
return block(static_cast<parent const&>(*this).transpose());
return concrete_type(static_cast<parent const &>(*this).transpose());
}
block conjugate() const
concrete_type conjugate() const
{
return block(static_cast<parent const&>(*this).conjugate());
return concrete_type(static_cast<parent const &>(*this).conjugate());
}
block adjoint() const
concrete_type adjoint() const
{
return block(static_cast<parent const&>(*this).adjoint());
return concrete_type(static_cast<parent const &>(*this).adjoint());
}
*/
void transposeInPlace() { parent::transposeInPlace(); }
void adjointInPlace() { parent::adjointInPlace(); }
friend bool operator==(block const& lhs, block const& rhs)
{
@ -74,6 +76,31 @@ block adjoint() const
return concrete_type(static_cast<parent const&>(*this).operator-());
}
concrete_type matrix_addition(block const& rhs) const
{
return concrete_type(static_cast<parent const&>(*this).matrix_addition(rhs));
}
concrete_type matrix_subtraction(block const& rhs) const
{
return concrete_type(static_cast<parent const&>(*this).matrix_subtraction(rhs));
}
concrete_type matrix_multiplication(block const& rhs) const
{
return concrete_type(static_cast<parent const&>(*this).matrix_multiplication(rhs));
}
concrete_type matrix_multiplication(scalar_type rhs) const
{
return concrete_type(static_cast<parent const&>(*this).matrix_multiplication(rhs));
}
concrete_type matrix_division(scalar_type rhs) const
{
return concrete_type(static_cast<parent const&>(*this).matrix_division(rhs));
}
block& operator*=(block const& rhs)
{
static_cast<parent&>(*this) *= static_cast<parent const&>(rhs);
@ -152,46 +179,39 @@ block adjoint() const
}
};
/*
template<typename S, int R, int C, int O, int MR, int MC>
block<S,R,C,O,MR,MC> operator+(block<S,R,C,O,MR,MC> const& lhs, block<S,R,C,O,MR,MC> const& rhs)
template<typename Ref, int R, int C, bool I, int F>
typename block<Ref, R, C, I, F>::concrete_type operator+(block<Ref, R, C, I, F> const& lhs, block<Ref, R, C, I, F> const& rhs)
{
block<S,R,C,O,MR,MC> that(lhs);
return that += rhs;
return lhs.matrix_addition(rhs);
}
template<typename S, int R, int C, int O, int MR, int MC>
block<S,R,C,O,MR,MC> operator-(block<S,R,C,O,MR,MC> const& lhs, block<S,R,C,O,MR,MC> const& rhs)
template<typename Ref, int R, int C, bool I, int F>
typename block<Ref, R, C, I, F>::concrete_type operator-(block<Ref, R, C, I, F> const& lhs, block<Ref, R, C, I, F> const& rhs)
{
block<S,R,C,O,MR,MC> that(lhs);
return that -= rhs;
return lhs.matrix_subtraction(rhs);
}
template<typename S, int R, int C, int O, int MR, int MC>
block<S,R,C,O,MR,MC> operator*(block<S,R,C,O,MR,MC> const& lhs, block<S,R,C,O,MR,MC> const& rhs)
template<typename Ref, int R, int C, bool I, int F>
typename block<Ref, R, C, I, F>::concrete_type operator*(block<Ref, R, C, I, F> const& lhs, block<Ref, R, C, I, F> const& rhs)
{
block<S,R,C,O,MR,MC> that(lhs);
return that *= rhs;
return lhs.matrix_multiplication(rhs);
}
template<typename S, int R, int C, int O, int MR, int MC>
block<S,R,C,O,MR,MC> operator*(block<S,R,C,O,MR,MC> const& lhs, double rhs)
template<typename Ref, int R, int C, bool I, int F>
typename block<Ref, R, C, I, F>::concrete_type operator*(block<Ref, R, C, I, F> const& lhs, double rhs)
{
block<S,R,C,O,MR,MC> that(lhs);
return that *= rhs;
return lhs.matrix_multiplication(rhs);
}
template<typename S, int R, int C, int O, int MR, int MC>
block<S,R,C,O,MR,MC> operator*(double lhs, block<S,R,C,O,MR,MC> const& rhs)
template<typename Ref, int R, int C, bool I, int F>
typename block<Ref, R, C, I, F>::concrete_type operator*(double lhs, block<Ref, R, C, I, F> const& rhs)
{
return rhs * lhs;
return rhs.matrix_multiplication(lhs);
}
template<typename S, int R, int C, int O, int MR, int MC>
block<S,R,C,O,MR,MC> operator/(block<S,R,C,O,MR,MC> const& lhs, double rhs)
template<typename Ref, int R, int C, bool I, int F>
typename block<Ref, R, C, I, F>::concrete_type operator/(block<Ref, R, C, I, F> const& lhs, double rhs)
{
block<S,R,C,O,MR,MC> that(lhs);
return that /= rhs;
return lhs.matrix_division(rhs);
}
*/
}

16
include/rotgen/impl/block_model.hpp
View file

@ -28,12 +28,12 @@ class CLASSNAME
std::size_t cols() const;
std::size_t size() const;
// CLASSNAME transpose() const;
// CLASSNAME conjugate() const;
// CLASSNAME adjoint() const;
SOURCENAME transpose() const;
SOURCENAME conjugate() const;
SOURCENAME adjoint() const;
// void transposeInPlace();
// void adjointInPlace();
void transposeInPlace();
void adjointInPlace();
TYPE sum() const;
TYPE prod() const;
@ -61,6 +61,12 @@ class CLASSNAME
CLASSNAME& operator*=(TYPE d);
CLASSNAME& operator/=(TYPE d);
SOURCENAME matrix_addition(CLASSNAME const& rhs) const;
SOURCENAME matrix_subtraction(CLASSNAME const& rhs) const;
SOURCENAME matrix_multiplication(CLASSNAME const& rhs) const;
SOURCENAME matrix_multiplication(TYPE s) const;
SOURCENAME matrix_division(TYPE s) const;
friend std::ostream& operator<<(std::ostream&,CLASSNAME const&);
friend bool operator==(CLASSNAME const& lhs, CLASSNAME const& rhs);

8
include/rotgen/impl/payload.hpp
View file

@ -27,6 +27,8 @@ namespace rotgen
payload(data_type&& matrix) : data(std::move(matrix)) {}
void assign(Eigen::Block<data_type> ref) { data = ref; }
void assign(data_type const& mat) { data = mat; }
void assign(data_type&& mat) { data = std::move(mat); }
};
struct matrix_impl64_row::payload
@ -39,6 +41,8 @@ namespace rotgen
payload(data_type&& matrix) : data(std::move(matrix)) {}
void assign(Eigen::Block<data_type> ref) { data = ref; }
void assign(data_type const& mat) { data = mat; }
void assign(data_type&& mat) { data = std::move(mat); }
};
struct matrix_impl32_col::payload
@ -51,6 +55,8 @@ namespace rotgen
payload(data_type&& matrix) : data(std::move(matrix)) {}
void assign(Eigen::Block<data_type> ref) { data = ref; }
void assign(data_type const& mat) { data = mat; }
void assign(data_type&& mat) { data = std::move(mat); }
};
struct matrix_impl32_row::payload
@ -63,5 +69,7 @@ namespace rotgen
payload(data_type&& matrix) : data(std::move(matrix)) {}
void assign(Eigen::Block<data_type> ref) { data = ref; }
void assign(data_type const& mat) { data = mat; }
void assign(data_type&& mat) { data = std::move(mat); }
};
}

65
src/block_model.cpp
View file

@ -21,6 +21,7 @@ struct CLASSNAME::payload
using data_type = Eigen::Block<base_type>;
data_type data;
payload (data_type const& o) : data(o) {}
payload (base_type& r, std::size_t i0, std::size_t j0, std::size_t ni, std::size_t nj)
@ -66,26 +67,22 @@ TYPE const& CLASSNAME::operator()(std::size_t index) const { return storage_->da
const TYPE* CLASSNAME::data() const { return storage_->data.data(); }
/*
CLASSNAME CLASSNAME::transpose() const
SOURCENAME CLASSNAME::transpose() const
{
CLASSNAME result(*this);
result.storage_->data.transposeInPlace();
return result;
}
CLASSNAME CLASSNAME::conjugate() const
{
CLASSNAME result(*this);
result.storage_->data = storage_->data.conjugate();
SOURCENAME result;
result.storage()->assign(storage_->data.transpose().eval());
return result;
}
CLASSNAME CLASSNAME::adjoint() const
{
CLASSNAME result(*this);
result.storage_->data.adjointInPlace();
SOURCENAME CLASSNAME::conjugate() const {
SOURCENAME result;
result.storage()->assign(storage_->data.conjugate().eval());
return result;
}
SOURCENAME CLASSNAME::adjoint() const {
SOURCENAME result;
result.storage()->assign(storage_->data.adjoint().eval());
return result;
}
@ -98,7 +95,6 @@ void CLASSNAME::adjointInPlace()
{
storage_->data.adjointInPlace();
}
*/
TYPE CLASSNAME::sum() const { return storage_->data.sum(); }
TYPE CLASSNAME::prod() const { return storage_->data.prod(); }
@ -170,3 +166,38 @@ CLASSNAME& CLASSNAME::operator/=(TYPE s)
storage_->data /= s;
return *this;
}
SOURCENAME CLASSNAME::matrix_addition(CLASSNAME const& rhs) const
{
SOURCENAME result;
result.storage()->assign(storage_->data + rhs.storage_->data);
return result;
}
SOURCENAME CLASSNAME::matrix_subtraction(CLASSNAME const& rhs) const
{
SOURCENAME result;
result.storage()->assign(storage_->data - rhs.storage_->data);
return result;
}
SOURCENAME CLASSNAME::matrix_multiplication(CLASSNAME const& rhs) const
{
SOURCENAME result;
result.storage()->assign(storage_->data * rhs.storage_->data);
return result;
}
SOURCENAME CLASSNAME::matrix_multiplication(TYPE s) const
{
SOURCENAME result;
result.storage()->assign(storage_->data * s);
return result;
}
SOURCENAME CLASSNAME::matrix_division(TYPE s) const
{
SOURCENAME result;
result.storage()->assign(storage_->data / s);
return result;
}

58
test/unit/block/arithmetic_functions.cpp
View file

@ -11,6 +11,37 @@
#include <rotgen/extract.hpp>
#include <Eigen/Dense>
template<typename Type1, typename Type2>
void test_comparison(const Type1& t1, const Type2& t2)
{
TTS_EQUAL(static_cast<std::ptrdiff_t>(t1.rows()), static_cast<std::ptrdiff_t>(t2.rows()));
TTS_EQUAL(static_cast<std::ptrdiff_t>(t1.cols()), static_cast<std::ptrdiff_t>(t2.cols()));
for (std::size_t r = 0; r < static_cast<std::size_t>(t1.rows()); ++r)
for (std::size_t c = 0; c < static_cast<std::size_t>(t1.cols()); ++c)
TTS_EQUAL(t1(r, c), t2(r, c));
}
template<typename Matrix1, typename Matrix2, typename Block1, typename Block2>
void test_block_unary_ops(const Matrix1& original_matrix, const Matrix2& ref_matrix,
Block1 original_block, Block2 ref_block)
{
test_comparison(original_block.transpose(), ref_block.transpose());
test_comparison(original_block.conjugate(), ref_block.conjugate());
test_comparison(original_block.adjoint(), ref_block.adjoint());
if (original_block.rows() == original_block.cols()) {
original_block.transposeInPlace();
ref_block.transposeInPlace();
test_comparison(original_block, ref_block);
test_comparison(original_matrix, ref_matrix);
original_block.adjointInPlace();
ref_block.adjointInPlace();
test_comparison(original_block, ref_block);
test_comparison(original_matrix, ref_matrix);
}
}
template<typename Block1, typename Block2>
void compare_reductions(const Block1& block, const Block2& ref)
{
@ -68,8 +99,11 @@ void test_dynamic_block_reductions(rotgen::tests::matrix_block_test_case<MatrixT
ref.bottomRows(matrix_construct.ni) },
};
for (const auto& [original_block, ref_block] : test_cases)
for (const auto& [original_block, ref_block] : test_cases) {
compare_reductions(original_block, ref_block);
test_block_unary_ops(original, ref, original_block, ref_block);
}
}
TTS_CASE_TPL("Test dynamic block reductions", rotgen::tests::types)
@ -79,19 +113,19 @@ TTS_CASE_TPL("Test dynamic block reductions", rotgen::tests::types)
std::vector<rotgen::tests::matrix_block_test_case<mat_t>> test_cases =
{
{6, 5, [](auto r, auto c) {return r + c; }, 1, 2, 3, 2},
{9, 11, [](auto r, auto c) {return r + c; }, 0, 1, 4, 9},
{3, 3, [](auto , auto ) {return 0.0; }, 1, 1, 1, 1},
{1, 4, [](auto r, auto c) {return -r -c*c - 1234; }, 0, 0, 1, 1},
{4, 1, [](auto , auto ) {return 7.0; }, 2, 0, 2, 1},
{1, 1, [](auto , auto ) {return 42.0; }, 0, 0, 1, 1},
{12, 13, [](auto r, auto c) {return std::sin(r + c); }, 2, 3, 4, 5 },
{4, 9, [](auto r, auto c) {return -1.5 * r + 2.56 * c; }, 0, 1, 2, 3 },
{2, 5, [](auto r, auto c) {return (r == c ? 1.0 : 0.0); }, 1, 1, 1, 1},
{6, 5, [](auto r, auto c) { return T(r + c); }, 1, 2, 3, 2},
{9, 11, [](auto r, auto c) {return T(r + c); }, 0, 1, 4, 9},
{3, 3, [](auto , auto ) {return T(0.0); }, 1, 1, 1, 1},
{1, 4, [](auto r, auto c) {return T(-r -c*c - 1234); }, 0, 0, 1, 1},
{9, 9, [](auto r, auto c) {return T(-r + 2*c); }, 0, 1, 3, 3},
{11, 13, [](auto r, auto c) {return T(std::tan(r+c)); }, 1, 1, 2, 2},
{4, 1, [](auto , auto ) {return T(7.0); }, 2, 0, 2, 1},
{1, 1, [](auto , auto ) {return T(42.0); }, 0, 0, 1, 1},
{12, 13, [](auto r, auto c) {return T(std::sin(r + c)); }, 2, 3, 4, 5 },
{4, 9, [](auto r, auto c) {return T(-1.5 * r + 2.56 * c); }, 0, 1, 2, 3 },
{2, 5, [](auto r, auto c) {return T(r == c ? 1.0 : 0.0); }, 1, 1, 1, 1},
};
for (const auto& test_case : test_cases)
test_dynamic_block_reductions<mat_t, T>(test_case);
};

102
test/unit/block/operators.cpp
View file

@ -12,7 +12,7 @@
template <typename MatrixType, typename T>
void test_block_matrix_operations(rotgen::tests::matrix_block_test_case<MatrixType> const& matrix_construct,
auto b_init_fn, auto self_ops)
auto b_init_fn, auto ops, auto self_ops)
{
using EigenMatrix = Eigen::Matrix<T, Eigen::Dynamic, Eigen::Dynamic>;
@ -39,12 +39,12 @@ void test_block_matrix_operations(rotgen::tests::matrix_block_test_case<MatrixTy
auto ref_b_block = ref_b.block(matrix_construct.i0, matrix_construct.j0,
matrix_construct.ni, matrix_construct.nj);
/*auto result_block = ops(a_block, b_block);
auto result_block = ops(a_block, b_block);
auto ref_result_block = ops(ref_a_block, ref_b_block);
for (std::size_t r = 0; r < matrix_construct.ni; ++r)
for (std::size_t c = 0; c < matrix_construct.nj; ++c)
TTS_EQUAL(result_block(r, c), ref_result_block(r, c));*/
TTS_EQUAL(result_block(r, c), ref_result_block(r, c));
self_ops(a_block,b_block);
self_ops(ref_a_block, ref_b_block);
@ -65,7 +65,7 @@ void test_block_matrix_operations(rotgen::tests::matrix_block_test_case<MatrixTy
template <typename MatrixType, typename T>
void test_block_scalar_operations(rotgen::tests::matrix_block_test_case<MatrixType> const& matrix_construct,
auto scalar, auto self_ops)
auto scalar, auto ops, auto self_ops)
{
using EigenMatrix = Eigen::Matrix<T, Eigen::Dynamic, Eigen::Dynamic>;
@ -81,7 +81,12 @@ void test_block_scalar_operations(rotgen::tests::matrix_block_test_case<MatrixTy
auto ref_a_block = ref_a.block(matrix_construct.i0, matrix_construct.j0,
matrix_construct.ni, matrix_construct.nj);
//TTS_EQUAL(ops(a, s), ref);
auto result = ops(a_block, scalar);
auto ref_result = ops(ref_a_block, scalar);
for (std::size_t r = 0; r < matrix_construct.ni; ++r)
for (std::size_t c = 0; c < matrix_construct.nj; ++c)
TTS_EQUAL(result(r, c), ref_result(r, c));
self_ops(a_block,scalar);
self_ops(ref_a_block, scalar);
@ -113,8 +118,19 @@ void test_scalar_block_multiplications(rotgen::tests::matrix_block_test_case<Mat
auto ref_a_block = ref_a.block(matrix_construct.i0, matrix_construct.j0,
matrix_construct.ni, matrix_construct.nj);
//TTS_EQUAL(a * s, ref);
//TTS_EQUAL(s * a, ref);
auto a_scalar_multiplication = a_block * scalar;
auto scalar_a_multiplication = scalar * a_block;
auto a_scalar_multiplication_ref = ref_a_block * scalar;
auto scalar_a_multiplication_ref = scalar * ref_a_block;
for (std::size_t r = 0; r < matrix_construct.ni; ++r)
{
for (std::size_t c = 0; c < matrix_construct.nj; ++c)
{
TTS_EQUAL(a_scalar_multiplication (r, c), a_scalar_multiplication_ref(r, c));
TTS_EQUAL(scalar_a_multiplication(r, c), scalar_a_multiplication_ref(r, c));
}
}
a_block *= scalar;
ref_a_block *= scalar;
@ -157,7 +173,13 @@ void test_block_multiplication(rotgen::tests::matrix_block_test_case<MatrixType>
auto ref_b_block = ref_b.block(b_matrix_construct.i0, b_matrix_construct.j0,
b_matrix_construct.ni, b_matrix_construct.nj);
// a * b
auto a_b_product_original = a_block * b_block;
auto a_b_product_ref = ref_a_block * ref_b_block;
for (std::size_t r = 0; r < a_matrix_construct.ni; ++r)
for (std::size_t c = 0; c < a_matrix_construct.nj; ++c)
TTS_EQUAL(a_b_product_original (r, c), a_b_product_ref(r, c));
a_block *= b_block;
ref_a_block *= ref_b_block;
@ -183,19 +205,18 @@ TTS_CASE_TPL("Check block addition", rotgen::tests::types)
<typename T, typename O>( tts::type< tts::types<T,O>> )
{
using mat_t = rotgen::matrix<T,rotgen::Dynamic,rotgen::Dynamic,O::value>;
//auto op = [](auto a, auto b) { return a + b; };
auto op = [](auto a, auto b) { return a + b; };
auto s_op = [](auto& a, auto b) { return a += b; };
//test_block_matrix_operations<mat_t, T>({1 , 1, init_a, 0, 0, 1, 1}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({1 , 1, init_a, 0, 0, 1, 1}, init_b, s_op);
test_block_matrix_operations<mat_t, T>({13 , 15, init_a, 1, 2, 3, 4}, init_b, s_op);
test_block_matrix_operations<mat_t, T>({5 , 9, init_a, 2, 2, 2, 2}, init_b, s_op);
test_block_matrix_operations<mat_t, T>({15 , 15, init_a, 3, 4, 5, 5}, init_b, s_op);
test_block_matrix_operations<mat_t, T>({5 , 5, init_b, 1, 0, 3, 2}, init_a, s_op);
test_block_matrix_operations<mat_t, T>({10, 1, init_a, 0, 0, 5, 1}, init_b, s_op);
test_block_matrix_operations<mat_t, T>({1 , 10, init_a, 0, 0, 1, 5}, init_b, s_op);
test_block_matrix_operations<mat_t, T>({21 , 5, init_0, 4, 4, 10, 1}, init_b, s_op);
test_block_matrix_operations<mat_t, T>({11 , 7, init_a, 2, 0, 7, 5}, init_0, s_op);
test_block_matrix_operations<mat_t, T>({1 , 1, init_a, 0, 0, 1, 1}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({13 , 15, init_a, 1, 2, 3, 4}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({5 , 9, init_a, 2, 2, 2, 2}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({15 , 15, init_a, 3, 4, 5, 5}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({5 , 5, init_b, 1, 0, 3, 2}, init_a, op, s_op);
test_block_matrix_operations<mat_t, T>({10, 1, init_a, 0, 0, 5, 1}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({1 , 10, init_a, 0, 0, 1, 5}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({21 , 5, init_0, 4, 4, 10, 1}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({11 , 7, init_a, 2, 0, 7, 5}, init_0, op, s_op);
};
@ -203,19 +224,19 @@ TTS_CASE_TPL("Check block subtraction", rotgen::tests::types)
<typename T, typename O>( tts::type< tts::types<T,O>> )
{
using mat_t = rotgen::matrix<T,rotgen::Dynamic,rotgen::Dynamic,O::value>;
//auto op = [](auto a, auto b) { return a - b; };
auto op = [](auto a, auto b) { return a - b; };
auto s_op = [](auto& a, auto b) { return a -= b; };
//test_block_matrix_operations<mat_t, T>({1 , 1, init_a, 0, 0, 1, 1}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({1 , 1, init_a, 0, 0, 1, 1}, init_b, s_op);
test_block_matrix_operations<mat_t, T>({13 , 15, init_a, 1, 2, 3, 4}, init_b, s_op);
test_block_matrix_operations<mat_t, T>({5 , 9, init_a, 2, 2, 2, 2}, init_b, s_op);
test_block_matrix_operations<mat_t, T>({15 , 15, init_a, 3, 4, 5, 5}, init_b, s_op);
test_block_matrix_operations<mat_t, T>({5 , 5, init_b, 1, 0, 3, 2}, init_a, s_op);
test_block_matrix_operations<mat_t, T>({10, 1, init_a, 0, 0, 5, 1}, init_b, s_op);
test_block_matrix_operations<mat_t, T>({1 , 10, init_a, 0, 0, 1, 5}, init_b,s_op);
test_block_matrix_operations<mat_t, T>({21 , 5, init_0, 4, 4, 10, 1}, init_b, s_op);
test_block_matrix_operations<mat_t, T>({11 , 7, init_a, 2, 0, 7, 5}, init_0, s_op);
test_block_matrix_operations<mat_t, T>({1 , 1, init_a, 0, 0, 1, 1}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({1 , 1, init_a, 0, 0, 1, 1}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({13 , 15, init_a, 1, 2, 3, 4}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({5 , 9, init_a, 2, 2, 2, 2}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({15 , 15, init_a, 3, 4, 5, 5}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({5 , 5, init_b, 1, 0, 3, 2}, init_a, op, s_op);
test_block_matrix_operations<mat_t, T>({10, 1, init_a, 0, 0, 5, 1}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({1 , 10, init_a, 0, 0, 1, 5}, init_b,op, s_op);
test_block_matrix_operations<mat_t, T>({21 , 5, init_0, 4, 4, 10, 1}, init_b, op, s_op);
test_block_matrix_operations<mat_t, T>({11 , 7, init_a, 2, 0, 7, 5}, init_0, op, s_op);
};
@ -258,17 +279,16 @@ TTS_CASE_TPL("Check block division with scalar", rotgen::tests::types)
<typename T, typename O>( tts::type< tts::types<T,O>> )
{
using mat_t = rotgen::matrix<T,rotgen::Dynamic,rotgen::Dynamic,O::value>;
//auto op = [](auto a, auto b) { return a / b; };
auto op = [](auto a, auto b) { return a / b; };
auto s_op = [](auto& a, auto b) { return a /= b; };
//test_block_scalar_operations<mat_t, T>({1 , 1, init_a, 0, 0, 1, 1}, T{ 3.5}, op, s_op);
test_block_scalar_operations<mat_t, T>({1 , 1, init_a, 0, 0, 1, 1}, T{ 3.5}, s_op);
test_block_scalar_operations<mat_t, T>({13 , 15, init_a, 1, 2, 3, 4}, T{-2.5}, s_op);
test_block_scalar_operations<mat_t, T>({5 , 9, init_a, 2, 2, 2, 2}, T{ 42. }, s_op);
test_block_scalar_operations<mat_t, T>({15 , 15, init_a, 3, 4, 5, 5}, T{-5. }, s_op);
test_block_scalar_operations<mat_t, T>({5 , 5, init_b, 1, 0, 3, 2}, T{ 1. }, s_op);
test_block_scalar_operations<mat_t, T>({10, 1, init_a, 0, 0, 5, 1}, T{ 0. }, s_op);
test_block_scalar_operations<mat_t, T>({1 , 10, init_a, 0, 0, 1, 5}, T{ 6. },s_op);
test_block_scalar_operations<mat_t, T>({21 , 5, init_0, 4, 4, 10, 1}, T{ 10.}, s_op);
test_block_scalar_operations<mat_t, T>({11 , 7, init_a, 2, 0, 7, 5}, T{-0.5}, s_op);
test_block_scalar_operations<mat_t, T>({1 , 1, init_a, 0, 0, 1, 1}, T{ 3.5}, op, s_op);
test_block_scalar_operations<mat_t, T>({13 , 15, init_a, 1, 2, 3, 4}, T{-2.5}, op, s_op);
test_block_scalar_operations<mat_t, T>({5 , 9, init_a, 2, 2, 2, 2}, T{ 42. }, op, s_op);
test_block_scalar_operations<mat_t, T>({15 , 15, init_a, 3, 4, 5, 5}, T{-5. }, op, s_op);
test_block_scalar_operations<mat_t, T>({5 , 5, init_b, 1, 0, 3, 2}, T{ 1. }, op, s_op);
test_block_scalar_operations<mat_t, T>({10, 1, init_a, 0, 0, 5, 1}, T{ 0. }, op, s_op);
test_block_scalar_operations<mat_t, T>({1 , 10, init_a, 0, 0, 1, 5}, T{ 6. }, op, s_op);
test_block_scalar_operations<mat_t, T>({21 , 5, init_0, 4, 4, 10, 1}, T{ 10.}, op, s_op);
test_block_scalar_operations<mat_t, T>({11 , 7, init_a, 2, 0, 7, 5}, T{-0.5}, op, s_op);
};