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Merge remote-tracking branch 'origin/10.2' into bb-10.2-ext
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227
sql/opt_range.cc
227
sql/opt_range.cc
@ -7210,6 +7210,215 @@ SEL_TREE *Item_func_in::get_func_mm_tree(RANGE_OPT_PARAM *param,
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}
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/*
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The structure Key_col_info is purely auxiliary and is used
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only in the method Item_func_in::get_func_row_mm_tree
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*/
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struct Key_col_info {
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Field *field; /* If != NULL the column can be used for keys */
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cmp_item *comparator; /* If != 0 the column can be evaluated */
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};
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/**
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Build SEL_TREE for the IN predicate whose arguments are rows
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@param param PARAM from SQL_SELECT::test_quick_select
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@param key_row First operand of the IN predicate
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@note
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The function builds a SEL_TREE for in IN predicate in the case
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when the predicate uses row arguments. First the function
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detects among the components of the key_row (c[1],...,c[n]) taken
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from in the left part the predicate those that can be usable
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for building SEL_TREE (c[i1],...,c[ik]). They have to contain
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items whose real items are field items referring to the current
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table or equal to the items referring to the current table.
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For the remaining components of the row it checks whether they
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can be evaluated. The result of the analysis is put into the
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array of structures of the type Key_row_col_info.
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After this the function builds the SEL_TREE for the following
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formula that can be inferred from the given IN predicate:
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c[i11]=a[1][i11] AND ... AND c[i1k1]=a[1][i1k1]
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OR
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...
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OR
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c[im1]=a[m][im1] AND ... AND c[imkm]=a[m][imkm].
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Here a[1],...,a[m] are all arguments of the IN predicate from
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the right part and for each j ij1,...,ijkj is a subset of
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i1,...,ik such that a[j][ij1],...,a[j][ijkj] can be evaluated.
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If for some j there no a[j][i1],...,a[j][ik] can be evaluated
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then no SEL_TREE can be built for this predicate and the
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function immediately returns 0.
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If for some j by using evaluated values of key_row it can be
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proven that c[ij1]=a[j][ij1] AND ... AND c[ijkj]=a[j][ijkj]
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is always FALSE then this disjunct is omitted.
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@returns
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the built SEL_TREE if it can be constructed
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0 - otherwise.
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*/
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SEL_TREE *Item_func_in::get_func_row_mm_tree(RANGE_OPT_PARAM *param,
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Item_row *key_row)
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{
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DBUG_ENTER("Item_func_in::get_func_row_mm_tree");
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if (negated)
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DBUG_RETURN(0);
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SEL_TREE *res_tree= 0;
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uint used_key_cols= 0;
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uint col_comparators= 0;
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table_map param_comp= ~(param->prev_tables | param->read_tables |
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param->current_table);
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uint row_cols= key_row->cols();
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Dynamic_array <Key_col_info> key_cols_info(row_cols);
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cmp_item_row *row_cmp_item;
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if (array)
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{
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in_row *row= static_cast<in_row*>(array);
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row_cmp_item= static_cast<cmp_item_row*>(row->get_cmp_item());
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}
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else
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{
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DBUG_ASSERT(get_comparator_type_handler(0) == &type_handler_row);
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row_cmp_item= static_cast<cmp_item_row*>(get_comparator_cmp_item(0));
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}
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DBUG_ASSERT(row_cmp_item);
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Item **key_col_ptr= key_row->addr(0);
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for(uint i= 0; i < row_cols; i++, key_col_ptr++)
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{
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Key_col_info key_col_info= {0, NULL};
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Item *key_col= *key_col_ptr;
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if (key_col->real_item()->type() == Item::FIELD_ITEM)
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{
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/*
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The i-th component of key_row can be used for key access if
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key_col->real_item() points to a field of the current table or
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if it is equal to a field item pointing to such a field.
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*/
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Item_field *col_field_item= (Item_field *) (key_col->real_item());
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Field *key_col_field= col_field_item->field;
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if (key_col_field->table->map != param->current_table)
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{
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Item_equal *item_equal= col_field_item->item_equal;
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if (item_equal)
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{
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Item_equal_fields_iterator it(*item_equal);
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while (it++)
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{
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key_col_field= it.get_curr_field();
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if (key_col_field->table->map == param->current_table)
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break;
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}
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}
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}
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if (key_col_field->table->map == param->current_table)
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{
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key_col_info.field= key_col_field;
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used_key_cols++;
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}
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}
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else if (!(key_col->used_tables() & (param_comp | param->current_table))
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&& !key_col->is_expensive())
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{
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/* The i-th component of key_row can be evaluated */
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/* See the comment in Item::get_mm_tree_for_const */
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MEM_ROOT *tmp_root= param->mem_root;
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param->thd->mem_root= param->old_root;
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key_col->bring_value();
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key_col_info.comparator= row_cmp_item->get_comparator(i);
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key_col_info.comparator->store_value(key_col);
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col_comparators++;
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param->thd->mem_root= tmp_root;
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}
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key_cols_info.push(key_col_info);
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}
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if (!used_key_cols)
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DBUG_RETURN(0);
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uint omitted_tuples= 0;
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Item **arg_start= arguments() + 1;
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Item **arg_end= arg_start + argument_count() - 1;
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for (Item **arg= arg_start ; arg < arg_end; arg++)
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{
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uint i;
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/*
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First check whether the disjunct constructed for *arg
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is really needed
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*/
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Item_row *arg_tuple= (Item_row *) (*arg);
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if (col_comparators)
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{
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MEM_ROOT *tmp_root= param->mem_root;
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param->thd->mem_root= param->old_root;
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for (i= 0; i < row_cols; i++)
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{
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Key_col_info *key_col_info= &key_cols_info.at(i);
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if (key_col_info->comparator)
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{
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Item *arg_col= arg_tuple->element_index(i);
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if (!(arg_col->used_tables() & (param_comp | param->current_table)) &&
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!arg_col->is_expensive() &&
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key_col_info->comparator->cmp(arg_col))
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{
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omitted_tuples++;
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break;
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}
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}
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}
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param->thd->mem_root= tmp_root;
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if (i < row_cols)
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continue;
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}
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/* The disjunct for *arg is needed: build it. */
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SEL_TREE *and_tree= 0;
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Item **arg_col_ptr= arg_tuple->addr(0);
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for (uint i= 0; i < row_cols; i++, arg_col_ptr++)
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{
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Key_col_info *key_col_info= &key_cols_info.at(i);
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if (!key_col_info->field)
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continue;
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Item *arg_col= *arg_col_ptr;
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if (!(arg_col->used_tables() & (param_comp | param->current_table)) &&
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!arg_col->is_expensive())
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{
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and_tree= tree_and(param, and_tree,
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get_mm_parts(param,
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key_col_info->field,
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Item_func::EQ_FUNC,
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arg_col->real_item()));
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}
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}
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if (!and_tree)
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{
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res_tree= 0;
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break;
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}
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/* Join the disjunct the the OR tree that is being constructed */
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res_tree= !res_tree ? and_tree : tree_or(param, res_tree, and_tree);
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}
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if (omitted_tuples == argument_count() - 1)
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{
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/* It's turned out that all disjuncts are always FALSE */
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res_tree= new (param->mem_root) SEL_TREE(SEL_TREE::IMPOSSIBLE,
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param->mem_root, param->keys);
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}
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DBUG_RETURN(res_tree);
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}
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/*
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Build conjunction of all SEL_TREEs for a simple predicate applying equalities
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@ -7544,12 +7753,22 @@ SEL_TREE *Item_func_in::get_mm_tree(RANGE_OPT_PARAM *param, Item **cond_ptr)
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if (const_item())
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DBUG_RETURN(get_mm_tree_for_const(param));
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if (key_item()->real_item()->type() != Item::FIELD_ITEM)
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SEL_TREE *tree= 0;
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switch (key_item()->real_item()->type()) {
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case Item::FIELD_ITEM:
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tree= get_full_func_mm_tree(param,
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(Item_field*) (key_item()->real_item()),
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NULL);
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break;
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case Item::ROW_ITEM:
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tree= get_func_row_mm_tree(param,
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(Item_row *) (key_item()->real_item()));
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break;
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default:
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DBUG_RETURN(0);
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Item_field *field= (Item_field*) (key_item()->real_item());
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SEL_TREE *tree= get_full_func_mm_tree(param, field, NULL);
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}
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DBUG_RETURN(tree);
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}
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}
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SEL_TREE *Item_equal::get_mm_tree(RANGE_OPT_PARAM *param, Item **cond_ptr)
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