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Simplify #row_major matrix and matrix_flatten behaviour
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@@ -705,31 +705,37 @@ gb_internal lbValue lb_emit_matrix_flatten(lbProcedure *p, lbValue m, Type *type
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lbAddr res = lb_add_local_generated(p, type, true);
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i64 row_count = mt->Matrix.row_count;
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i64 column_count = mt->Matrix.column_count;
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TEMPORARY_ALLOCATOR_GUARD();
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GB_ASSERT(type_size_of(type) == type_size_of(m.type));
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auto srcs = array_make<lbValue>(temporary_allocator(), 0, row_count*column_count);
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auto dsts = array_make<lbValue>(temporary_allocator(), 0, row_count*column_count);
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lbValue m_ptr = lb_address_from_load_or_generate_local(p, m);
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lbValue n = lb_const_int(p->module, t_int, type_size_of(type));
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lb_mem_copy_non_overlapping(p, res.addr, m_ptr, n);
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for (i64 j = 0; j < column_count; j++) {
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for (i64 i = 0; i < row_count; i++) {
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lbValue src = lb_emit_matrix_ev(p, m, i, j);
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array_add(&srcs, src);
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}
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}
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// i64 row_count = mt->Matrix.row_count;
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// i64 column_count = mt->Matrix.column_count;
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// TEMPORARY_ALLOCATOR_GUARD();
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for (i64 j = 0; j < column_count; j++) {
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for (i64 i = 0; i < row_count; i++) {
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lbValue dst = lb_emit_array_epi(p, res.addr, i + j*row_count);
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array_add(&dsts, dst);
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}
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}
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// auto srcs = array_make<lbValue>(temporary_allocator(), 0, row_count*column_count);
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// auto dsts = array_make<lbValue>(temporary_allocator(), 0, row_count*column_count);
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GB_ASSERT(srcs.count == dsts.count);
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for_array(i, srcs) {
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lb_emit_store(p, dsts[i], srcs[i]);
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}
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// for (i64 j = 0; j < column_count; j++) {
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// for (i64 i = 0; i < row_count; i++) {
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// lbValue src = lb_emit_matrix_ev(p, m, i, j);
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// array_add(&srcs, src);
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// }
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// }
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// for (i64 j = 0; j < column_count; j++) {
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// for (i64 i = 0; i < row_count; i++) {
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// lbValue dst = lb_emit_array_epi(p, res.addr, i + j*row_count);
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// array_add(&dsts, dst);
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// }
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// }
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// GB_ASSERT(srcs.count == dsts.count);
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// for_array(i, srcs) {
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// lb_emit_store(p, dsts[i], srcs[i]);
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// }
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return lb_addr_load(p, res);
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}
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@@ -1474,6 +1474,7 @@ gb_internal i64 matrix_align_of(Type *t, struct TypePath *tp) {
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Type *elem = t->Matrix.elem;
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i64 row_count = gb_max(t->Matrix.row_count, 1);
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i64 column_count = gb_max(t->Matrix.column_count, 1);
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bool pop = type_path_push(tp, elem);
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if (tp->failure) {
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@@ -1491,7 +1492,7 @@ gb_internal i64 matrix_align_of(Type *t, struct TypePath *tp) {
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// could be maximally aligned but as a compromise, having no padding will be
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// beneficial to third libraries that assume no padding
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i64 total_expected_size = row_count*t->Matrix.column_count*elem_size;
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i64 total_expected_size = row_count*column_count*elem_size;
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// i64 min_alignment = prev_pow2(elem_align * row_count);
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i64 min_alignment = prev_pow2(total_expected_size);
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while (total_expected_size != 0 && (total_expected_size % min_alignment) != 0) {
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@@ -1523,12 +1524,15 @@ gb_internal i64 matrix_type_stride_in_bytes(Type *t, struct TypePath *tp) {
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i64 stride_in_bytes = 0;
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// NOTE(bill, 2021-10-25): The alignment strategy here is to have zero padding
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// It would be better for performance to pad each column so that each column
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// It would be better for performance to pad each column/row so that each column/row
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// could be maximally aligned but as a compromise, having no padding will be
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// beneficial to third libraries that assume no padding
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i64 row_count = t->Matrix.row_count;
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stride_in_bytes = elem_size*row_count;
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if (t->Matrix.is_row_major) {
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stride_in_bytes = elem_size*t->Matrix.column_count;
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} else {
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stride_in_bytes = elem_size*t->Matrix.row_count;
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}
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t->Matrix.stride_in_bytes = stride_in_bytes;
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return stride_in_bytes;
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}
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@@ -4217,7 +4221,11 @@ gb_internal i64 type_size_of_internal(Type *t, TypePath *path) {
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case Type_Matrix: {
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i64 stride_in_bytes = matrix_type_stride_in_bytes(t, path);
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return stride_in_bytes * t->Matrix.column_count;
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if (t->Matrix.is_row_major) {
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return stride_in_bytes * t->Matrix.row_count;
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} else {
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return stride_in_bytes * t->Matrix.column_count;
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}
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}
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case Type_BitField:
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