rotgen/test/unit/matrix/operators.cpp
Jules Pénuchot e151e136d6 Resolve "[API-#2] Pseudo-privatization of rotgen entity member functions"
Closes #18

Co-authored-by: Jules Pénuchot <jules@penuchot.com>

See merge request oss/rotgen!50
2025-12-17 20:48:00 +01:00

228 lines
7.7 KiB
C++

//==================================================================================================
/*
ROTGEN - Runtime Overlay for Eigen
Copyright : CODE RECKONS
SPDX-License-Identifier: BSL-1.0
*/
//==================================================================================================
#include <rotgen/rotgen.hpp>
#include "unit/tests.hpp"
template<typename MatrixType>
void test_matrix_operations(rotgen::Index rr,
rotgen::Index cc,
auto a_init_fn,
auto b_init_fn,
auto ops,
auto self_ops)
{
MatrixType a(rr, cc);
MatrixType b(rr, cc);
MatrixType ref(rr, cc);
for (rotgen::Index r = 0; r < rr; ++r)
{
for (rotgen::Index c = 0; c < cc; ++c)
{
a(r, c) = a_init_fn(r, c);
b(r, c) = b_init_fn(r, c);
ref(r, c) = ops(a(r, c), b(r, c));
}
}
TTS_EQUAL(ops(a, b), ref);
self_ops(a, b);
TTS_EQUAL(a, ref);
TTS_EXPECT(verify_rotgen_reentrance(ops(a, b)));
TTS_EXPECT(verify_rotgen_reentrance(self_ops(a, b)));
}
template<typename MatrixType>
void test_scalar_operations(rotgen::Index rr,
rotgen::Index cc,
auto a_init_fn,
auto s,
auto ops,
auto self_ops)
{
MatrixType a(rr, cc);
MatrixType ref(rr, cc);
for (rotgen::Index r = 0; r < rr; ++r)
{
for (rotgen::Index c = 0; c < cc; ++c)
{
a(r, c) = a_init_fn(r, c);
ref(r, c) = ops(a(r, c), s);
}
}
TTS_EQUAL(ops(a, s), ref);
self_ops(a, s);
TTS_EQUAL(a, ref);
TTS_EXPECT(verify_rotgen_reentrance(ops(a, s)));
TTS_EXPECT(verify_rotgen_reentrance(self_ops(a, s)));
}
template<typename MatrixType>
void test_scalar_multiplications(rotgen::Index rr,
rotgen::Index cc,
auto fn,
auto s)
{
MatrixType a(rr, cc);
MatrixType ref(rr, cc);
for (rotgen::Index r = 0; r < rr; ++r)
{
for (rotgen::Index c = 0; c < cc; ++c)
{
a(r, c) = fn(r, c);
ref(r, c) = a(r, c) * s;
}
}
TTS_EQUAL(a * s, ref);
TTS_EQUAL(s * a, ref);
a *= s;
TTS_EQUAL(a, ref);
TTS_EXPECT(verify_rotgen_reentrance(a * s));
TTS_EXPECT(verify_rotgen_reentrance(s * a));
TTS_EXPECT(verify_rotgen_reentrance(a *= s));
}
template<typename MatrixType>
void test_matrix_multiplication(rotgen::Index rr,
rotgen::Index cc,
auto a_init_fn,
auto b_init_fn)
{
MatrixType a(rr, cc);
MatrixType b(cc, rr);
MatrixType ref(rr, rr);
for (rotgen::Index r = 0; r < rows(a); ++r)
for (rotgen::Index c = 0; c < cols(a); ++c) a(r, c) = a_init_fn(r, c);
for (rotgen::Index r = 0; r < rows(b); ++r)
for (rotgen::Index c = 0; c < cols(b); ++c) b(r, c) = b_init_fn(r, c);
for (rotgen::Index i = 0; i < rows(a); ++i)
{
for (rotgen::Index j = 0; j < cols(b); ++j)
{
ref(i, j) = 0;
for (rotgen::Index k = 0; k < cols(a); ++k)
ref(i, j) += a(i, k) * b(k, j);
}
}
TTS_EQUAL(a * b, ref);
TTS_EXPECT(verify_rotgen_reentrance(a * b));
}
// Basic initializers
inline constexpr auto init_a = [](auto r, auto c) {
return 9.9 * r * r * r - 6 * c - 12;
};
inline constexpr auto init_b = [](auto r, auto c) {
return 3.1 * r + 4.2 * c - 12.3;
};
inline constexpr auto init_0 = [](auto, auto) { return 0; };
TTS_CASE_TPL("Check matrix 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 s_op = [](auto& a, auto b) { return a += b; };
test_matrix_operations<mat_t>(1, 1, init_a, init_b, op, s_op);
test_matrix_operations<mat_t>(3, 5, init_a, init_b, op, s_op);
test_matrix_operations<mat_t>(5, 3, init_a, init_b, op, s_op);
test_matrix_operations<mat_t>(5, 5, init_a, init_b, op, s_op);
test_matrix_operations<mat_t>(5, 5, init_b, init_a, op, s_op);
test_matrix_operations<mat_t>(10, 1, init_a, init_b, op, s_op);
test_matrix_operations<mat_t>(1, 10, init_a, init_b, op, s_op);
test_matrix_operations<mat_t>(5, 5, init_0, init_b, op, s_op);
test_matrix_operations<mat_t>(5, 5, init_a, init_0, op, s_op);
};
TTS_CASE_TPL("Check matrix substraction", 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 s_op = [](auto& a, auto b) { return a -= b; };
test_matrix_operations<mat_t>(1, 1, init_a, init_b, op, s_op);
test_matrix_operations<mat_t>(3, 5, init_a, init_b, op, s_op);
test_matrix_operations<mat_t>(5, 3, init_a, init_b, op, s_op);
test_matrix_operations<mat_t>(5, 5, init_a, init_b, op, s_op);
test_matrix_operations<mat_t>(5, 5, init_b, init_a, op, s_op);
test_matrix_operations<mat_t>(10, 1, init_a, init_b, op, s_op);
test_matrix_operations<mat_t>(1, 10, init_a, init_b, op, s_op);
test_matrix_operations<mat_t>(5, 5, init_0, init_b, op, s_op);
test_matrix_operations<mat_t>(5, 5, init_a, init_0, op, s_op);
};
TTS_CASE_TPL("Check matrix multiplications", 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 init_id = [](auto r, auto c) { return r == c ? 1 : 0; };
test_matrix_multiplication<mat_t>(1, 1, init_a, init_b);
test_matrix_multiplication<mat_t>(3, 5, init_a, init_b);
test_matrix_multiplication<mat_t>(5, 3, init_a, init_b);
test_matrix_multiplication<mat_t>(5, 5, init_a, init_b);
test_matrix_multiplication<mat_t>(5, 5, init_b, init_a);
test_matrix_multiplication<mat_t>(5, 5, init_a, init_a);
test_matrix_multiplication<mat_t>(5, 5, init_a, init_id);
test_matrix_multiplication<mat_t>(5, 5, init_id, init_a);
test_matrix_multiplication<mat_t>(10, 1, init_a, init_b);
test_matrix_multiplication<mat_t>(1, 10, init_a, init_b);
test_matrix_multiplication<mat_t>(5, 5, init_0, init_b);
test_matrix_multiplication<mat_t>(5, 5, init_a, init_0);
};
TTS_CASE_TPL("Check matrix multiplication 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>;
test_scalar_multiplications<mat_t>(1, 1, init_a, T{3.5});
test_scalar_multiplications<mat_t>(3, 5, init_a, T{-2.5});
test_scalar_multiplications<mat_t>(5, 3, init_a, T{4.});
test_scalar_multiplications<mat_t>(5, 5, init_a, T{-5.});
test_scalar_multiplications<mat_t>(5, 5, init_a, T{1.});
test_scalar_multiplications<mat_t>(5, 5, init_a, T{6.});
test_scalar_multiplications<mat_t>(10, 1, init_a, T{10.});
test_scalar_multiplications<mat_t>(1, 10, init_a, T{-0.5});
};
TTS_CASE_TPL("Check matrix 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 s_op = [](auto& a, auto b) { return a /= b; };
test_scalar_operations<mat_t>(1, 1, init_a, T{3.5}, op, s_op);
test_scalar_operations<mat_t>(3, 5, init_a, T{-2.5}, op, s_op);
test_scalar_operations<mat_t>(5, 3, init_a, T{4.}, op, s_op);
test_scalar_operations<mat_t>(5, 5, init_a, T{-5.}, op, s_op);
test_scalar_operations<mat_t>(5, 5, init_a, T{1.}, op, s_op);
test_scalar_operations<mat_t>(5, 5, init_a, T{6.}, op, s_op);
test_scalar_operations<mat_t>(10, 1, init_a, T{10.}, op, s_op);
test_scalar_operations<mat_t>(1, 10, init_a, T{-0.5}, op, s_op);
};